17 Thinking & Learning The Default Library ======================================== How to Learn Anything Faster ---------------------------- Most of us were never taught how to learn β€” so we default to the least effective methods and wonder why it doesn't stick. The science of learning is clear, a little counterintuitive, and genuinely fast once you use it. Here's the uncomfortable opener: the study methods almost everyone uses β€” rereading, highlighting, cramming β€” are among the worst. They feel productive because they feel easy and familiar. But easy is the problem. Learning that sticks requires a bit of desirable difficulty β€” effort that feels harder in the moment but builds far stronger memory. If studying feels smooth and effortless, you're probably not learning much. The struggle is the mechanism. The two techniques that beat all others The heavy hitters 🎯 Active recall β€” test, don't review Instead of rereading your notes, close them and try to retrieve the information from memory. Ask yourself the question and struggle to answer before checking. Every act of pulling something out of your brain strengthens the path to it β€” far more than putting it in again by rereading. Do this: flashcards, practice questions, or just shutting the book and explaining what you remember. Not this: rereading, highlighting. πŸ“† Spaced repetition β€” review at growing intervals Don't cram it all at once. Review material after a day, then a few days, then a week, then a month β€” spacing the reviews out. Just as you're about to forget, you refresh it, and each refresh makes the memory last longer. This works with your brain's forgetting curve instead of against it. Do this: short reviews spread over time (apps like Anki automate the timing). Not this: one long cram session. These two combined β€” testing yourself, spaced out over time β€” are the closest thing learning science has to a cheat code. They're more effective and more efficient than the passive methods, and it isn't close. Four more that compound the effect πŸ”€ Interleaving Mix different topics or problem types in one session instead of doing one kind over and over ("blocking"). It feels harder and messier β€” and produces much better learning, because you practice choosing the right approach, not just executing a known one. πŸ—£οΈ Elaboration & the Feynman technique Explain the idea in your own simple words, as if teaching a child. Connect it to things you already know and ask "why?" and "how?" If you can't explain it simply, you've found the exact gap in your understanding β€” go fill it, then try again. 🧩 Concrete examples & dual coding Tie abstract ideas to specific examples, and pair words with visuals (diagrams, sketches). Two routes into memory β€” verbal and visual β€” beat one, and examples give abstractions something to hang on. 😴 Sleep & breaks Memory is consolidated during sleep β€” studying then sleeping beats an all-nighter. And spacing effortful focus with real breaks lets ideas settle. Learning happens partly while you rest. (See Sleep Is a Skill.) Why the popular methods fail Rereading and highlighting create an illusion: the material feels familiar, and we mistake familiarity for knowledge. But recognizing something when you see it ("oh yeah, I know this") is completely different from being able to produce it when you need it. Active recall trains production; rereading only trains recognition. The good news is that switching methods costs nothing β€” it's the same time, spent smarter. Skills vs. facts For skills (an instrument, a language, coding, a sport), the same principles apply through deliberate practice: work at the edge of your ability on the specific things you can't yet do, get fast feedback, and correct. Not mindless repetition of what you've already mastered, but focused effort on your current weak points. Comfortable practice barely improves you; targeted, slightly-too-hard practice is where growth lives. The takeaway Learning that lasts comes from desirable difficulty, not easy review. The two biggest levers are active recall (test yourself instead of rereading) and spaced repetition (review at growing intervals). Amplify with interleaving, explaining ideas simply, concrete examples plus visuals, and sleep. For skills, use deliberate practice at the edge of your ability. Rereading and highlighting feel productive but mostly build false familiarity. Try this: pick something you're learning and, right now, close the source and write down everything you remember. The gaps you find are exactly what to study next β€” and the act of recalling just made the rest stick harder. Sources & Further Reading Sources. Active recall (the "testing effect"), spaced repetition, interleaving, and desirable difficulty are among the most robust findings in cognitive psychology β€” see Roediger & Karpicke, Bjork & Bjork, and the review work behind Make It Stick. Deliberate practice is from Anders Ericsson. πŸ“˜ Make It Stick β€” Brown, Roediger & McDaniel (the definitive, readable summary) πŸ“˜ Peak β€” Anders Ericsson (deliberate practice, for skills) 🌐 The Learning Scientists β€” free, evidence-based study strategies πŸ“Ί Search "Feynman technique" and "spaced repetition Anki" β€” quick practical walkthroughs The Biases That Fool Everyone ----------------------------- Your brain runs on mental shortcuts β€” fast, efficient, and usually good enough. But those same shortcuts misfire in predictable ways, and the misfires are invisible from the inside. Here are the big ones, so you can catch yourself. We like to think we reason our way to conclusions. Often it's the reverse: we arrive at a conclusion by gut, then hire our reason to defend it. Psychologists Daniel Kahneman and Amos Tversky showed that these errors aren't random β€” they're systematic, shared by nearly everyone, and they persist even when you know about them. You can't delete them. But you can learn their shapes and build habits that catch them. A bias you know about still fools you. The goal isn't a perfect mind β€” it's a suspicious one. Biases about beliefs & being right Confirmation biasWe seek, notice, and remember evidence that supports what we already believe β€” and skate past what contradicts it. The king of biases; it quietly feeds most of the others.googling to "confirm" a hunch, following only people you agree with, remembering the hits and forgetting the misses. Motivated reasoningWe reason harder to reach conclusions we want to be true, and demand far more proof for ones we don't. Our thinking bends toward our wishes.scrutinizing a study that challenges your diet while accepting a flattering one uncritically. The Dunning–Kruger effectIn Kruger and Dunning's 1999 studies, the least skilled overrated their performance the most, while top performers slightly underrated theirs. The idea: the less skilled we are, the less able we are to see our mistakes. Critics argue much of the pattern is a statistical artefact (regression to the mean plus everyone's habit of rating themselves above average), so it's a debated finding, not a law.supreme confidence after reading one article; humble caution after years of study. Hindsight biasOnce we know how something turned out, it feels like we "knew it all along" β€” erasing how uncertain it really was beforehand."the crash was obvious" (it wasn't, to almost anyone, at the time). Biases about numbers & judgment AnchoringThe first number we see sets a mental reference point that drags all later estimates toward it β€” even when it's arbitrary or irrelevant.a "was $200, now $120" price making $120 feel cheap; the first salary figure shaping the whole negotiation. The availability heuristicWe judge how likely something is by how easily examples come to mind β€” so vivid, recent, or scary events feel far more probable than they are.fearing plane crashes (rare, dramatic) more than car crashes (common, mundane) after seeing one in the news. Survivorship biasWe study the winners that are visible and ignore the failures that vanished β€” skewing our sense of what works."college dropouts get rich" β€” you see the few billionaires, not the millions of dropouts who didn't. Base-rate neglectWe focus on vivid specifics and ignore the underlying statistics (the base rate), leading to badly miscalibrated conclusions.a "90% accurate" test for a rare disease flags you β€” and you panic, forgetting that with a rare disease most positives are false alarms. Biases about loss, cost & risk Loss aversionLosses hurt roughly twice as much as equivalent gains feel good. So we cling to what we have and avoid risks even when the odds are in our favor.refusing a coin-flip to win $150 or lose $100, though it's a good bet. The sunk cost fallacyWe keep pouring in time, money, or effort to justify what we've already spent β€” even when quitting is clearly the better move. The past money is gone either way.finishing a bad movie "because we paid," staying in a dead-end project because you're "in too deep." Framing effectThe same fact feels different depending on how it's worded. Identical information, opposite reactions."90% survival rate" feels great; "10% mortality rate" feels grim β€” same number. Biases about other people Fundamental attribution errorWe explain others' behavior by their character ("he's rude") but our own by circumstances ("I was having a hard day"). We judge others by actions, ourselves by intentions.the driver who cuts you off is a jerk; when you do it, you were in a rush. In-group bias & the halo effectWe favor "our" group and assume good things cluster β€” someone attractive or likable is assumed smart, kind, and competent too, on no evidence.trusting a confident, good-looking spokesperson; distrusting an out-group by default. Negativity biasBad impressions and bad news grab and hold our attention far more than good β€” an ancient survival setting that skews our view of the world toward the threatening.one harsh comment outweighing ten kind ones; the news feeling like the world is ending. So what do you do about it? You can't will these away β€” they operate below awareness. But a few habits genuinely help: Argue the other side. Actively look for evidence you're wrong (the antidote to confirmation bias). Ask "what would change my mind?" If nothing could, you're not reasoning β€” you're defending. Slow down on big calls. Biases run on the fast, automatic system. Deliberately slowing down and writing out your reasoning brings the slower, checking system online. Use outside views and checklists. Ask what usually happens in cases like this (base rates), get an outsider's read, and use pre-committed criteria for big decisions so in-the-moment bias has less room. (See How to Make a Hard Decision.) Assume you're biased β€” especially when certain. The feeling of obvious rightness is exactly when bias is strongest. Humility isn't just nice; it's accurate. The takeaway Cognitive biases are systematic, universal glitches in mental shortcuts β€” confirmation bias, anchoring, availability, sunk cost, loss aversion, the fundamental attribution error, and more. Knowing about one doesn't switch it off. What helps: actively arguing the other side, slowing down on important decisions, leaning on base rates and outside views, and treating your own certainty as a warning light rather than proof. Try this: pick one belief you feel very sure about and spend five minutes genuinely building the case against it. Notice how hard your mind resists β€” that resistance is confirmation bias, caught in the act. Sources & Further Reading Sources. These biases are documented across decades of cognitive and social psychology, much of it originating with Daniel Kahneman & Amos Tversky. Dunning–Kruger: Kruger & Dunning, Journal of Personality and Social Psychology, 1999; the statistical critique, e.g. Nuhfer et al., Numeracy, 2016, and Gignac & Zajenkowski, Intelligence, 2020. Note that a few classic effects have faced replication debate β€” treat them as strong, well-supported tendencies, not iron laws. πŸ“˜ Thinking, Fast and Slow β€” Daniel Kahneman (the foundational, comprehensive account) πŸ“˜ The Art of Thinking Clearly β€” Rolf Dobelli (one bias per short chapter) 🌐 Wikipedia β€” List of cognitive biases (and the "Cognitive Bias Codex" infographic) πŸ“˜ The Scout Mindset β€” Julia Galef (how to want the truth more than being right) How to Spot Bullshit -------------------- We're swimming in claims β€” headlines, ads, viral posts, confident strangers, statistics that "prove" whatever the poster wants. You don't need a PhD to defend yourself. You need a handful of fast questions that make bad information reveal itself. Here's the field guide. The philosopher Harry Frankfurt drew a useful line: a liar knows the truth and hides it; a bullshitter simply doesn't care what's true, only what's persuasive. Most of what misleads us isn't careful lying β€” it's confident indifference to accuracy, dressed up to feel true. The defense is a set of habits you can run in seconds. Rule zero: the bigger the claim, the bigger the evidence needed Extraordinary claims require extraordinary evidence. If something would upend what's well established β€” a miracle cure, a secret everyone's missing, a simple fix for a hard problem β€” the bar for proof is high, not low. Excitement is not evidence. Start skeptical in proportion to how surprising, convenient, or emotionally charged the claim is. The core questions Run any strong claim through these. It takes 30 seconds and catches most nonsense. 1. Who's saying it, and how do they know? What's the actual source β€” not who shared it, but where it originated? Is it someone in a position to know, citing real evidence, or a confident voice with none? Trace it back. A screenshot of a screenshot is not a source. 2. What's the evidence β€” and is it the right kind? "A study shows" means little without knowing which study, how big, on whom, and whether others found the same. A single study, a personal anecdote, or a cherry-picked example is weak. Converging evidence from multiple independent sources is strong. 3. Who benefits if I believe this? Follow the incentive. Is someone selling something, chasing clicks, pushing an agenda, or profiting from your fear or outrage? A claim that conveniently enriches or flatters its source deserves extra scrutiny. This isn't cynicism β€” it's noticing where the pressure comes from. 4. What would the other side say? Seek out the strongest counterargument, not a strawman. If a claim only ever presents one side and mocks all others, that's a flag. Real understanding survives contact with the best objections. 5. Does it just... feel too good (or too outrage-y)? Bullshit is engineered to bypass your reasoning through emotion β€” it confirms what you already believe, flatters your side, or enrages you at the other. The stronger your instant emotional "YES!" or "HOW DARE THEY," the more you should slow down. (See The Biases That Fool Everyone β€” this is confirmation bias being farmed.) The statistics traps Numbers feel authoritative, which is exactly why they're used to mislead. Watch for: Correlation dressed as causation. Two things moving together doesn't mean one causes the other. There may be a hidden third cause, or pure coincidence. "People who do X live longer" rarely means X causes long life. Missing base rates and denominators. "Cases doubled!" β€” from what to what? Two to four is not a crisis. A percentage with no underlying numbers, or a scary count with no total, is often hiding something. Cherry-picked timeframes. Start a chart at a conveniently chosen year and you can make almost any trend look up, down, or flat. Ask: why this start date? Unrepresentative samples. A poll of one website's users, or of who bothered to reply, doesn't describe everyone. Who was actually measured? Survivorship bias. Averages built only from the successes that stuck around ignore all the failures that dropped out β€” see the successful, miss the graveyard. The manipulation tells Beyond the numbers, certain styles signal you're being worked on: Urgency and fear. "Act now, they don't want you to know, share before it's deleted." Pressure to react fast is designed to skip your thinking (same engine as scams β€” see How to Not Get Scammed). Us vs. them. Framing everything as your virtuous group against a villainous other shuts down judgment and recruits your loyalty instead. Vague authority. "Experts say," "studies prove," "scientists agree" β€” with no name, no link, no specifics. Real sources can be checked; fake ones stay conveniently blurry. Certainty about uncertain things. Honest experts hedge, note limits, and say "we don't fully know." Total confidence about a genuinely complex question is itself a warning sign. A 15-second habit that beats most misinformation Fact-checkers use a trick called lateral reading: instead of studying a suspicious page itself (where it controls the story), leave it and quickly check what other, independent sources say about the claim and the source. Open a new tab. See if reliable outlets confirm it, and who's behind the original. This one habit β€” checking sideways rather than reading down β€” is more effective than almost any amount of staring at the original. And the simplest rule of all: before you share, pause. Misinformation spreads because people forward things that feel true without checking. A five-second "wait, is this actually real?" makes you part of the solution instead of the problem. The takeaway Most misinformation isn't clever lying β€” it's confident indifference to truth, tuned to feel persuasive. Defend yourself with fast questions: who says it and how do they know, what's the evidence, who benefits, what's the other side, and why does it feel so emotionally satisfying? Watch the classic stats traps (correlation-as-cause, missing denominators, cherry-picked timeframes) and the manipulation tells (urgency, us-vs-them, vague authority, false certainty). Read laterally, and pause before you share. Try this: next time something online makes you feel an instant strong reaction, don't engage yet β€” open a new tab and see what independent sources say about it. That single pause, done as a habit, is most of media literacy. Sources & Further Reading Sources - The liar-vs-bullshitter distinction is from Harry Frankfurt's On Bullshit (2005). - "Lateral reading" as the method of professional fact-checkers comes from Stanford History Education Group research (Wineburg & McGrew). - "Extraordinary claims require extraordinary evidence" is associated with Carl Sagan. Go deeper - πŸ“˜ Calling Bullshit β€” Carl Bergstrom & Jevin West (spotting misleading data; also a free university course online) - πŸ“˜ Factfulness β€” Hans Rosling (why our instincts about the world are often statistically wrong) - 🌐 FactCheck.org, Snopes β€” for checking specific viral claims - πŸ“˜ The Demon-Haunted World β€” Carl Sagan (his "baloney detection kit" chapter is a classic) Memory: How to Make Things Stick -------------------------------- Memory feels like a recording device β€” press play and the past comes back. It's nothing of the sort. It's more like a story your brain reconstructs each time, from fragments, and it can be trained, tricked, and strengthened once you know how it actually works. Two useful truths up front. First: forgetting is normal and mostly not a defect β€” a brain that remembered everything would drown. Second: how well you remember something depends far less on how "good your memory is" and far more on how you encoded it and how you practice retrieving it. Those are things you control. How memory actually works: three stages Think of memory in three moves, each of which you can improve: 1. Encoding β€” getting it in. Attention is the gate. You cannot remember what you never truly took in, and divided attention (half-listening while on your phone) encodes weakly. The richer and more meaningful the encoding β€” connected to things you already know, tied to a picture or a feeling β€” the stronger the trace. 2. Storage β€” keeping it. Memories consolidate over time, largely during sleep, when the brain replays and files the day. Skimp on sleep and even well-encoded material doesn't stick. (See Sleep Is a Skill.) 3. Retrieval β€” getting it back. Here's the twist most people miss: the act of pulling a memory out strengthens it. Every successful retrieval makes the next one easier. Memory isn't a bucket you fill and drain; it's a muscle that grows with use. You don't have a bad memory. You have untrained encoding and too little retrieval practice. The single most powerful technique: retrieval practice Because retrieval strengthens memory, the best way to remember something is to practice remembering it β€” not to reread it. Close the book and test yourself. Struggle to recall a name, a fact, a concept before you look it up. That effortful pulling is exactly what builds durable memory (this is active recall from How to Learn Anything Faster, and it's the highest-leverage memory habit there is). Pair it with spacing β€” recall it today, in a few days, next week β€” and you work with your forgetting curve instead of losing to it. Cramming crams it into short-term memory that leaks by next week; spaced retrieval builds memory that lasts. The ancient tricks that still work Memory athletes β€” people who memorize decks of cards in minutes β€” aren't born gifted. They use techniques anyone can learn, all built on the same principle: the brain remembers vivid, spatial, and connected things far better than dry, abstract ones. The memory palace (method of loci). Picture a place you know well β€” your home β€” and mentally "place" the things you want to remember along a route through it. To recall them, walk the route. Our spatial memory is astonishingly strong, and this hijacks it. It's how memory champions do the impossible, and it's genuinely learnable. Chunking. Break long strings into meaningful groups. A phone number is remembered in chunks (555 Β· 8210), not ten separate digits. Grouping fits more into the narrow bottleneck of working memory. Make it vivid and weird. Bizarre, exaggerated, emotional images stick; bland ones vanish. To remember "milk, eggs, bread," picture a cow flooding your kitchen with milk while giant eggs bounce off a bread-brick wall. Absurd is memorable β€” use it. Mnemonics. Acronyms, rhymes, and songs (ROYGBIV, "thirty days hath September") encode order and lists by giving them structure and rhythm. Silly, but they last for decades. Elaborate and connect. Link new information to what you already know. A fact tied into a web of existing knowledge has many routes back to it; an isolated fact has none. Ask "what does this remind me of? why is this true?" The honest caveat: memory is reconstructive, not a recording One more thing worth knowing, because it changes how you treat your own certainty: memory is rebuilt each time you recall it, and it can change in the rebuilding. We fill gaps with plausible guesses, absorb details from others, and can feel totally confident about things that didn't happen that way. Eyewitnesses misremember; "flashbulb" memories of big events drift over time despite feeling vivid. This isn't a reason to distrust everything β€” it's a reason to hold strong, emotional memories a little more humbly, and to write important things down rather than trusting recall alone. The takeaway Memory has three trainable stages β€” encoding (pay real attention, make it meaningful), storage (protect sleep), and retrieval (the act of recalling strengthens the memory). The best technique is spaced retrieval practice: test yourself over time instead of rereading. Amplify with vivid images, memory palaces, chunking, and mnemonics β€” all of which exploit the brain's love of the concrete and connected. And remember memory is reconstructed, not recorded, so hold even confident memories with some humility. Try this: pick something you want to remember β€” a list, a concept, someone's name β€” and instead of reviewing it, make a vivid mental image or place it in a room of your home. Then test yourself on it tonight, tomorrow, and next week. Notice how much better it holds than rereading ever did. Sources & Further Reading Sources - The three-stage model, the testing/retrieval effect, and spacing are core, well-replicated findings in memory research (Roediger, Bjork, and others). - The method of loci dates to classical antiquity; its modern use is documented in memory-competition research and Joshua Foer's reporting. - Memory's reconstructive, malleable nature is established through Elizabeth Loftus's work on false and eyewitness memory. Go deeper - πŸ“˜ Moonwalking with Einstein β€” Joshua Foer (a journalist trains to a memory championship; explains the palace method) - πŸ“˜ Make It Stick β€” Brown, Roediger & McDaniel (the science of durable memory) - πŸ“Ί Elizabeth Loftus β€” "How reliable is your memory?" (TED) - 🌐 Search "method of loci tutorial" and "spaced repetition Anki" to start practicing How to Make a Hard Decision --------------------------- Big decisions feel paralyzing because we treat them as one giant knot. Break the knot into steps, apply a few sharp tools, and even life's hardest calls become navigable β€” not painless, but clear. Hard decisions are hard for real reasons: uncertainty (you can't know how it'll turn out), stakes (it matters), and trade-offs (every option loses something). You can't remove those. But most decision paralysis comes from tangling them together and letting emotion and bias run the show. A process untangles them. A process for the big ones Six steps 1 Define the real decision Name precisely what you're deciding β€” and question the framing. "Should I take this job?" might really be "what do I want my next few years to look like?" Many bad decisions are sharp answers to the wrong question. 2 Get the information that would change your mind Gather what actually matters β€” but only what would alter your choice. Endless research is often procrastination in disguise. Ask: "what do I need to know to decide well?" then stop. 3 Generate more options than two "This or that" is usually a false dilemma. Force a third and fourth option β€” combine, delay, negotiate, do a smaller test first. The best choice is often one you hadn't listed. 4 Clarify what you actually value Weigh options against your real priorities, not what you think you should want or what impresses others. What matters most here β€” money, freedom, security, growth, relationships? Name it before you compare. 5 Decide β€” and set a deadline At some point, more analysis stops helping and starts hurting. Give yourself a decision date. A good-enough choice made and acted on usually beats a perfect one made too late. 6 Commit, then review Once decided, commit fully β€” second-guessing drains the energy execution needs. Later, review honestly: was it a good decision given what you knew, separate from how the luck broke? Sharp tools for step 5 When you're stuck at the actual choice, these cut through: πŸšͺ One-way vs. two-way doorsIs this reversible? Two-way doors (you can undo it) deserve speed β€” just choose and adjust. One-way doors (hard to reverse) deserve real care. Most decisions are two-way doors we agonize over as if they were one-way. ⏱️ 10 / 10 / 10How will I feel about this in 10 minutes? 10 months? 10 years? It rescues you from giving a fleeting emotion veto power over a long-term choice β€” and sometimes reveals the opposite. 😌 Regret minimizationPicture yourself old, looking back. Which choice will you regret not having made? Great for big, values-driven crossroads β€” it surfaces what you'll actually care about in the end. πŸ“Š Weighted criteriaList what matters, give each a weight, and score each option against them. Turns a vague "I dunno" into something visible β€” and the moment you resist the "winning" answer tells you your real preference. πŸ’€ The pre-mortemImagine it's a year later and the choice failed badly. Why? Listing the failure modes before deciding surfaces risks you can plan around β€” or that change your mind. πŸͺ™ The coin-flip checkAssign the options to a coin, flip it β€” and notice your gut reaction to the result. Relief or disappointment reveals what you were quietly hoping for. (Don't obey the coin; listen to your reaction to it.) Match your effort to the door. Reversible? Decide fast. Permanent? Slow down and use the tools. The traps that wreck decisions Even with a process, watch for these (see The Biases That Fool Everyone): Sunk cost. Don't choose based on time or money already spent β€” that's gone whatever you pick. Decide from where you are now, looking forward. Analysis paralysis. Past a point, more options and more research reduce satisfaction and stall you. Set criteria, then choose. Perfectionism is often fear wearing a productive costume. Deciding while flooded. Strong emotion narrows thinking. For big calls, sleep on it β€” literally. Your calmer, rested brain sees options the panicked one couldn't. (See Why You Feel Before You Think.) Outsourcing to others' expectations. Advice is useful; living someone else's answer is not. Weigh input, then decide by your own values β€” you're the one who lives with it. The liberating truth Most decisions are not as permanent or as consequential as they feel in the moment, and there is rarely one perfect answer waiting to be found. Often several options would work out fine, and much of a choice's success comes from committing to it and making it work β€” not from having divined the one right path. Decide well with what you know, commit, adapt as you learn. That's not a consolation prize; it's how good lives are actually built. The takeaway Untangle a hard decision with a process: define the real question, gather only what would change your mind, generate more than two options, clarify your true values, decide by a deadline, then commit and review. Use sharp tools β€” reversible-or-not, 10/10/10, regret minimization, weighted criteria, pre-mortem β€” and match your effort to how reversible the choice is. Avoid sunk cost, analysis paralysis, and deciding while emotionally flooded. Try this: take a decision you're stuck on and ask two questions β€” "Is this a one-way or two-way door?" and "Which option will I regret not taking in 10 years?" Those two often dissolve the stuckness on their own. Sources & Further Reading Sources. "One-way/two-way doors" is Jeff Bezos's framing; "10/10/10" is Suzy Welch's; "regret minimization" is also Bezos; the pre-mortem is from psychologist Gary Klein. The decision-vs-outcome distinction is central to Annie Duke's work. General decision-science, presented as practical tools. πŸ“˜ Thinking in Bets β€” Annie Duke (deciding well under uncertainty; separating decisions from outcomes) πŸ“˜ Decisive β€” Chip & Dan Heath (a full, practical decision process) πŸ“˜ The Paradox of Choice β€” Barry Schwartz (why more options can paralyze) πŸ“Ί Search "pre-mortem Gary Klein" β€” the failure-imagining technique in 3 minutes Thinking in Systems ------------------- Some problems don't have a villain. They have a structure: things that pile up, loops that feed back, and delays that make sensible people overreact. Once you can see the structure, a lot of baffling behaviour stops being baffling. You step into an unfamiliar shower. The water is cold, so you turn the tap toward hot. Nothing happens, so you turn it more. Then the hot water arrives all at once and you're scalded, so you crank it back toward cold, and a few seconds later you're freezing again. Nobody in that shower is stupid. The problem is a delay between your action and its effect, and a brain that keeps reacting to the water it feels now instead of the water already on its way. That, in miniature, is what systems thinking is about. The same pattern shows up in supply chains, economies, diets, ecosystems and organisations, and you can learn to spot it. Three building blocks πŸ› Stocks and flowsA stock is anything that accumulates: water in a bathtub, money in an account, stock on a shop's shelves, trust in a relationship. It changes only through flows: water in through the tap and out through the drain, income and spending. A stock can't jump; it fills and drains over time. That's why a bank balance, a reputation or a forest can't be rebuilt overnight, however hard you push the inflow. βš–οΈ Balancing loopsA balancing (or negative) feedback loop pushes a stock toward a goal. A thermostat turns the heating on when the room is cold and off when it's warm. Your body does the same with temperature and blood sugar. Balancing loops create stability, and they are why systems resist being pushed. πŸ” Reinforcing loopsA reinforcing (or positive) loop makes a change feed on itself. Interest earns interest; popular videos get recommended and become more popular; panic selling causes falling prices that cause more panic. Reinforcing loops create growth and collapse. (See Why Exponential Growth Rules Everything in Mathematics.) Add a fourth ingredient, delay, and things get interesting. A balancing loop with a long delay doesn't settle calmly at its goal. It overshoots, corrects, overshoots the other way, and can end up swinging harder and harder. That's the shower. Try it in a shop. Simulator Β· A shop with a slow supplier You run a shop that wants to keep 100 units on the shelf. Customers buy 20 a week, until week 5, when demand rises to 30 and stays there. Every week you reorder: what customers just bought, plus a correction toward your target. Orders take time to arrive. Change the delay and how aggressively you correct, and watch the shelf. Delivery delay4 weeks How hard you correct each week50% of the gap Count the orders already on their way before reordering Units on the shelf Units ordered that week Target (100) The model, so you can check it: each week, stock = last week's stock + the delivery arriving βˆ’ demand. Order = this week's demand + correction Γ— (100 βˆ’ stock). With the box ticked, the gap also includes the difference between the orders that should be in transit and those actually in transit. Stock below zero means customers waiting for back-orders. Lines leaving the chart are clipped. With a one-week delay, almost any sensible rule works: the shelf dips when demand rises and recovers within a few weeks. Stretch the delay to four weeks and the same rule (correcting 50% of the gap) makes the shelf swing between 25 and 185 units, and the swings keep growing. Nothing outside changed after week 5. Demand was steady. The oscillation is created entirely by the ordering rule meeting the delay. Two fixes show up when you play. Correcting more gently (try 30%) slows the swings down so they fade. But the real cure is the checkbox: before ordering more, count what's already in the pipeline. That one change in what the manager pays attention to removes the oscillation entirely. When a system misbehaves, look at what the people in it can see, and how late they see it, before you blame the people. This isn't just a toy. At MIT around 1960, Jay Forrester, the founder of the field called system dynamics, developed the "Beer Game," in which teams play retailer, distributor and brewery passing orders down a supply chain with delays. Players routinely produce wild swings in orders and stock from a single small change in customer demand. Real companies see the same thing; the term "bullwhip effect" took hold around 1990 when Procter & Gamble noticed wildly erratic ordering of its nappies, a product whose actual use by babies is about as steady as demand gets. Why fixes backfire Because systems push back, a fix aimed at one part can produce the opposite of what was intended somewhere else. In 1902, French colonial authorities in Hanoi, fighting the rats that swarmed the city's sewers, paid a bounty for every rat tail handed in. Before long officials were seeing tailless rats running around the city: catchers had been cutting off tails and releasing the rats to breed. The episode is documented by historian Michael Vann. You may have heard a similar story about a cobra bounty in British India, the "cobra effect." Be careful with that one. A 2025 investigation of colonial records found no contemporary evidence of cobra farming, and the tale seems to trace back to an 1873 newspaper report of something "alleged." The Hanoi rats are the better example, because they actually happened. Where to push The environmental scientist Donella Meadows, lead author of The Limits to Growth (1972), spent her career on this question. In a 1999 essay, "Leverage Points: Places to Intervene in a System," she ranked twelve kinds of intervention. A few of them, from weakest to strongest: 12Numbers, such as taxes, subsidies, standards. Where most debate happens, and usually the least powerful lever. 9The length of delays, relative to how fast the system changes. Often you can't shorten them, but you can stop acting as if they weren't there. 6Information flows: who gets to see what, and when. The simulator's checkbox is exactly this. 5The rules: incentives, punishments, constraints. The Hanoi bounty was a badly designed rule. 3The goal of the system. Change what a system is trying to achieve and nearly everything inside it rearranges itself. 2The mindset the system grows out of. The hardest to change, and the most powerful. She added a warning that is worth remembering: people often find the right leverage point by instinct, and then push it in the wrong direction. The honest limits Systems thinking can be misused. "It's all connected" is true and useless; a systems explanation is only worth something when it names specific stocks, loops and delays that you could check. Real systems also have far more moving parts than any diagram, and models built on wrong assumptions can be confidently wrong. Use it as a way to ask better questions, such as what accumulates here, what feeds back, and what's delayed?, not as a machine that hands out answers. The takeaway Many stubborn problems come from structure rather than villains. Stocks change only through flows; balancing loops resist change; reinforcing loops create growth and collapse; and delays turn sensible corrections into overshoot and oscillation. When a system keeps misbehaving, check what the people inside can see and how late they see it, distrust fixes that create perverse incentives, and remember that changing information, rules and goals usually beats tweaking numbers. Try this: pick one recurring problem in your life or work (a budget that always overruns, a team that's always firefighting) and draw it as a stock with arrows in and out. Mark one delay. Then ask what you would see differently if you counted what's already "in the pipeline." Sources & Further Reading Sources. Donella Meadows, "Leverage Points: Places to Intervene in a System" (1999) and Thinking in Systems: A Primer (2008, published after her death in 2001). The Beer Game was developed in Jay Forrester's system-dynamics group at MIT; John Sterman's 1989 study in Management Science, "Modeling Managerial Behavior: Misperceptions of Feedback in a Dynamic Decision Making Experiment," analysed why players produce oscillations. Bullwhip effect and Procter & Gamble: standard supply-chain histories. Hanoi rat bounty: Michael G. Vann, "Of Rats, Rice, and Race," French Colonial History (2003), and The Great Hanoi Rat Hunt (2019). The term "cobra effect" was coined by economist Horst Siebert (2001); the doubts about its historical basis come from a 2025 investigation by the Friends of Snakes Society, summarized in Wikipedia's "Perverse incentive." The simulator's figures were computed and checked in a separate script before publishing. πŸ“˜ Thinking in Systems: A Primer β€” Donella Meadows (the clearest introduction there is) 🌐 "Leverage Points: Places to Intervene in a System" β€” Donella Meadows (the full essay, free) πŸ“˜ The Great Hanoi Rat Hunt β€” Michael G. Vann (the true story behind the best perverse-incentive example) πŸ“˜ Business Dynamics β€” John Sterman (the full technical treatment, for readers who want to build models) Bayesian Thinking for Everyday Life ----------------------------------- You take a medical screening test. It catches 90% of people who have the condition, and it's wrong for only 9% of people who don't. Your result is positive. How worried should you be? The instinct says: very likely, maybe 90%. Research on how people handle numbers like these, doctors included, finds that most get them badly wrong. If the condition affects 1 in 100 people of your age, the real answer is about 9%. That gap, between what the evidence feels like it says and what it actually says, is what Bayesian thinking fixes. It isn't a formula you have to memorize. It's a habit: start from how likely something was before the new evidence, then ask how much the evidence should move you. Doing it without any algebra The trick, championed by the German psychologist Gerd Gigerenzer and colleagues, is to stop thinking in percentages and think about a crowd of real people. Their studies found that people, experts included, reason far more accurately when the same numbers are given as "natural frequencies," counts of people, rather than as probabilities. Imagine 1,000 people taking that test: Have the condition Don't have it People 10 (1 in 100) 990 Test positive 9 (90% of 10) about 89 (9% of 990) Ninety-eight people test positive, and only 9 of them are actually ill. So a positive result means about a 9 in 98 chance, roughly 9%. The test is good. The problem is that the healthy group is so large that even a small error rate produces far more false alarms than there are true cases. This is not an argument against testing. It's why a positive screening result usually leads to a second, more precise test rather than straight to treatment, and why the numbers matter when you're the one being tested. Gigerenzer's team gives another example: the claim that mammography screening "reduces the risk of dying from breast cancer by 25%" turns out, in their analysis, to mean about 1 fewer death per 1,000 women screened. Both statements can be true. Only one helps you decide. The question is never just "how well does the evidence fit my idea?" It's "how well does it fit my idea compared with the alternatives, given how common each was to begin with?" The two ingredients Every Bayesian update has two parts: 1. The prior: how likely was this before the new evidence? Before the test, your chance was 1 in 100, because that's how common the condition is. Ignoring this starting point is called base-rate neglect, one of the biases covered in The Biases That Fool Everyone, this category. 2. The strength of the evidence: how much more likely is this evidence if the idea is true than if it's false? A positive result is 10 times more likely if you're ill (90%) than if you're healthy (9%). That ratio, called the likelihood ratio, is what tells you how far to move. Put together, the rule is short: your new odds = your old odds Γ— the strength of the evidence. Old odds of 1 to 99, times 10, gives about 10 to 99, roughly 9%. A second independent positive test multiplies by 10 again, and now you're at about 50–50. Evidence accumulates; you don't have to get it all from one clue. Everyday uses Reading someone's mood. A colleague sends a curt two-line email. Is she angry with you? Start with the prior: in an ordinary week, maybe there's a 1 in 10 chance she's annoyed with you. Then the evidence: curt emails might be twice as common when she's annoyed as when she's simply busy. Odds go from 1 to 9 to 2 to 9, about 18%. Worth noticing, not worth a sleepless night. If she also skips your meeting, update again. Judging a news story. A dramatic claim surprises you. Before asking whether the evidence fits, ask how often claims like this, from sources like this, have turned out true. A strong prior against something isn't closed-mindedness; it's memory. (See How to Spot Bullshit, this category.) Diagnosing a problem. Your car won't start on a cold morning. A dead battery and a failed starter both explain it, but dead batteries are far more common, especially in the cold. Check the common thing first. Your own plans. The best guide to how long your project will take is usually how long similar projects took, yours and other people's, not your detailed plan for this one. Start there, then adjust for what's genuinely different. Two rules worth keeping Never be 100% sure. If your prior is exactly 0 or exactly 1, no evidence can ever move it: anything times zero is still zero. The statistician Dennis Lindley named this "Cromwell's rule," after Oliver Cromwell's 1650 plea to the Church of Scotland: "I beseech you, in the bowels of Christ, think it possible that you may be mistaken." Leave yourself a sliver of doubt about almost everything. Extraordinary claims need extraordinary evidence. Carl Sagan made the phrase famous in the late 1970s, but the idea is much older. David Hume made the argument about miracles in 1748, and the mathematician Pierre-Simon Laplace wrote that the weight of evidence for an extraordinary claim must match its strangeness. In Bayesian terms: the lower the prior, the stronger the evidence has to be to get you to "probably true." How the best forecasters do it In a US government-funded forecasting tournament that ran from 2011, the Good Judgment Project, led by Philip Tetlock and Barbara Mellers, recruited ordinary volunteers to predict world events. The project beat the other research teams in the tournament by a wide margin, and its best volunteers, the "superforecasters," were the most accurate of all. A 2020 study of the project's data had a title that sums up one of the reasons: "Small steps to accuracy: Incremental belief updaters are better forecasters." They didn't swing wildly with every headline, and they didn't ignore news either. They moved a little, often. The honest limits Priors can be hard to know, and two reasonable people may start from different ones. Bayesian reasoning doesn't remove that disagreement; it makes it visible, which is usually more useful than pretending it isn't there. It also depends on honest estimates of evidence strength, and it's easy to fool yourself about those. And it's a habit of mind, not a demand to put numbers on everything. Rough numbers ("about 1 in 10," "twice as likely") are enough to stop most of the big mistakes. The method is named after Thomas Bayes, an English minister who worked out the core idea. He never published it: his friend Richard Price found the essay after Bayes died in 1761 and presented it to the Royal Society in 1763. Laplace later developed it into the general approach we use today. The takeaway Bayesian thinking means starting from how likely something was before the evidence (the prior), then moving by how much more likely the evidence is if the idea is true than if it's false. Thinking in counts of people ("of 1,000 who take the test...") makes this easy and exposes how rare conditions plus decent tests still produce mostly false alarms. Never be completely certain, demand more evidence for more surprising claims, and update in small, frequent steps. Try this: the next time something worries you, an odd symptom, a rumour, a curt message, write down two numbers before reacting: how likely this was before (out of 10 or 100), and how many times more likely the evidence is if the worry is true than if it isn't. Multiply, and see where you land. Sources & Further Reading Sources - Natural frequencies: Hoffrage U., Lindsey S., Hertwig R. & Gigerenzer G., "Communicating statistical information," Science 290 (2000). - Mammography "25%" equals about 1 in 1,000: Gigerenzer G. et al., "Helping doctors and patients make sense of health statistics," Psychological Science in the Public Interest 8 (2007). - The worked test example (1% prevalence, 90% sensitivity, 9% false-positive rate) is illustrative; its numbers were computed directly. - Cromwell's rule: Dennis Lindley; Cromwell's letter of 3 August 1650 to the General Assembly of the Church of Scotland. - "Extraordinary claims": Sagan in Broca's Brain (1979) and Cosmos (1980); Hume, "Of Miracles" (1748); Laplace's essays (1810, 1814). - Good Judgment Project and Atanasov P., Witkowski J., Ungar L., Mellers B. & Tetlock P., "Small steps to accuracy: Incremental belief updaters are better forecasters," Organizational Behavior and Human Decision Processes 160 (2020). - Bayes's death (1761) and the essay's presentation by Richard Price (1763): standard histories of probability. Go deeper - πŸ“˜ Risk Savvy: How to Make Good Decisions β€” Gerd Gigerenzer (natural frequencies and medical numbers for non-mathematicians) - πŸ“˜ Superforecasting β€” Philip Tetlock & Dan Gardner (how the best forecasters actually update) - ▢️ 3Blue1Brown: "Bayes theorem, the geometry of changing beliefs" (a beautiful visual explanation) - 🌐 See also: Probability: How to Not Fool Yourself (Mathematics category), for Monty Hall and the birthday paradox Creativity Is a Process, Not a Gift ----------------------------------- In 1960 the publisher Bennett Cerf bet Dr. Seuss $50 that he couldn't write an engaging children's book using only 50 different words. Seuss won the bet with Green Eggs and Ham, one of the best-selling children's books ever written. We usually tell creativity stories the other way round: a genius, a flash of inspiration, a masterpiece. The Seuss story is more useful, because it shows what creativity tends to look like up close. A hard constraint. A lot of work. A result nobody, including the author, could have planned in advance. People really do differ in creative ability, just as they differ in everything else. But the research on how new ideas actually arrive points to something most people can use: creativity is less a trait you have than a process you run. The four stages, and the one people skip In 1926 the English thinker Graham Wallas described creative thinking as four stages, and the model has held up remarkably well: Stage What happens What it feels like 1. Preparation You load up on the problem: research, sketches, failed attempts Hard work, often frustrating 2. Incubation You step away and stop consciously working on it Like slacking off 3. Illumination An idea surfaces, often at an odd moment The famous "aha" 4. Verification You test it, develop it, and usually fix it Hard work again Popular stories keep only stage 3. In reality the flash comes after preparation, and it's worthless without verification. Most "aha" ideas need serious reworking, and many turn out to be wrong. The shower idea is real. But it only arrives for people who did the work before they got in the shower. Why stepping away works Incubation sounds like an excuse, so it's been tested a lot. A 2009 meta-analysis in Psychological Bulletin by Ut Na Sio and Thomas Ormerod pooled the experiments and found a real incubation effect: setting a problem aside for a while improved the odds of solving it. Three details matter: Preparation first. Longer preparation before the break gave a bigger benefit. Walking away before you've really grappled with the problem doesn't help much. Open-ended problems benefit most. Tasks with many possible answers ("think of uses for a brick") gained more from a break than puzzles with a single trick answer. Light activity can beat doing nothing. Filling the break with demanding mental work reduced the benefit. For some problems, an easy, low-effort task worked better than resting. That fits a well-known study on walking. In 2014, Stanford researchers Marily Oppezzo and Daniel Schwartz had people generate creative uses for everyday objects while sitting and while walking on a treadmill. Walking improved the scores of 81% of participants on this open-ended task, though it helped only 23% on a test that needed one correct answer. Walking outdoors produced the most novel ideas of all. A boost was still visible when people sat back down after walking. Quantity first, quality later There's a famous story in the book Art & Fear about a ceramics teacher who split his class in two: half would be graded only on the quantity of pots they made, half only on the quality of a single pot. The best pots came from the quantity group, who learned by making lots of bad ones. It's a great story, and it's partly invented. Co-author Ted Orland later explained that it came from a tactic the photographer Jerry Uelsmann used with his photography students at the University of Florida; he and David Bayles switched it to pottery for the book. The underlying point is sound, though. The surest way to have a good idea is to have many ideas and throw most of them away. Early in a creative task, judging each idea as it arrives kills the flow. Generate first, judge later. Brainstorming in groups: a surprise Advertising executive Alex Osborn popularized "brainstorming" in his 1953 book Applied Imagination: a group shouting out ideas, no criticism allowed. It feels productive. The research says otherwise. In a 1987 review of 22 studies, Michael Diehl and Wolfgang Stroebe found that groups brainstorming together produce fewer ideas than the same number of people working separately and pooling their lists afterwards. One big reason is "production blocking": only one person can talk at a time, so others wait, forget their ideas, or drop them. The fix is simple. Have everyone write ideas alone first, then share and build on them together. Constraints are fuel, not obstacles A blank page is harder than a narrow brief. Seuss's 50 words forced choices that a free vocabulary never would have. Limits work because they cut the space of options down to something you can explore, and they push you off the obvious path. If you're stuck, add a rule: a word limit, three colours, one hour, a budget of zero. Creativity also depends on what's in your head to recombine. Many new ideas are old ideas from different places put together, which is why reading widely and collecting examples matters. (See Synthesis: The Art of Connecting Disparate Dots in Core Human Skills in the Age of AI, for the habit of building that collection.) The honest part Process doesn't erase talent, training or luck; some people will always produce more striking work than others. A process also won't rescue a project nobody cares about: motivation and real interest in the problem carry a lot of the weight. What the research does show is that much of what looks like a gift is a set of habits that anyone can practise, and that the most common creative mistakes, judging too early, never stepping away, brainstorming out loud, are easy to fix. The takeaway Creative ideas arrive through a process: prepare hard, step away, catch the idea when it surfaces, then test and rework it. Breaks really do help, especially after serious effort and for open-ended problems, and walking seems to help more than sitting. Generate many ideas before judging any, brainstorm alone before sharing in a group, and use constraints to give your thinking something to push against. Try this: take a problem you're stuck on. Spend 20 focused minutes listing every possible approach, including bad ones, without judging. Then go for a 15-minute walk without your phone. When you sit down again, write whatever has surfaced before you look at the list. Sources & Further Reading Sources - The Green Eggs and Ham bet (50 distinct words, $50, 1960): standard accounts, e.g. Wikipedia's article on the book. - Wallas's four stages (1926): standard histories of creativity research. - Sio U. N. & Ormerod T. C., "Does incubation enhance problem solving? A meta-analytic review," Psychological Bulletin 135 (2009). - Oppezzo M. & Schwartz D. L., "Give your ideas some legs: The positive effect of walking on creative thinking," Journal of Experimental Psychology: Learning, Memory, and Cognition 40 (2014): 1142–1152. - The origin of the Art & Fear ceramics parable in Jerry Uelsmann's photography class: Ted Orland, as reported by James Clear and Austin Kleon. - Osborn A. F., Applied Imagination (1953); Diehl M. & Stroebe W. (1987), the review of 22 brainstorming studies, Journal of Personality and Social Psychology; summarized in Wikipedia's "Brainstorming." Go deeper - πŸ“˜ Art & Fear β€” David Bayles & Ted Orland (on the everyday work of making things, and the fear that stops it) - πŸ“˜ Steal Like an Artist β€” Austin Kleon (a short, practical book on creativity as recombination) - 🌐 Austin Kleon on the true origin of the "quantity leads to quality" parable Taking Notes That Actually Help You Think ----------------------------------------- Open any notebook from a lecture or a meeting you sat through a year ago. You'll probably find pages of careful writing that you never looked at again, and that make little sense to you now. That's the usual fate of notes. They feel productive while you write them, and then they mostly sit there. The fix isn't a better app. It's understanding what notes are for. Notes help in two ways: the thinking you do while you write them, and the use you make of them afterwards. Most people get neither, because they treat note-taking as copying. The famous laptop study, and what happened next In 2014, psychologists Pam Mueller and Daniel Oppenheimer published a study with a memorable title: "The pen is mightier than the keyboard." Across three experiments, students who typed lecture notes on laptops did worse on conceptual questions than students who wrote by hand. The authors' explanation was not about distraction. Laptop users typed so fast that they transcribed the lecture almost word for word, while hand-writers, who couldn't keep up, were forced to summarize in their own words, and that summarizing was what built understanding. The study became one of the most shared findings in education, and plenty of teachers banned laptops because of it. Then other researchers checked. In 2021, a team led by Heather Urry ran a careful direct replication with 142 students. They confirmed that laptop users wrote more words and copied more of the lecture verbatim. But the laptop users did not do worse on the quiz. A small combined analysis of eight similar studies showed the same pattern. The authors' conclusion: the evidence doesn't support the idea that handwriting itself improves learning. The lesson that survived isn't "use a pen." It's "don't be a transcriber." Copying words feels like learning, and it mostly isn't. That's a useful example of how science is supposed to work, and of why a single exciting study is a weak basis for a rule. (See How to Spot Bullshit, this category.) What both studies agree on is the part that matters: notes help when you process the material, not when you record it. Why processing beats recording People speak at roughly two to three words per second, much faster than anyone can write by hand. So any note-taker who isn't typing has to choose: what's the point here, what can I leave out, how would I say this? Those choices are a form of thinking. They're the same kind of effortful work that the learning research covered in How to Learn Anything Faster keeps finding to be effective: explaining in your own words, connecting new ideas to old ones, and asking why. You can do that processing with a keyboard too. It just doesn't happen by default. A method that builds the thinking in The Cornell method, developed by Walter Pauk of Cornell University and promoted in his book How to Study in College, is old and simple, and it works because it forces three kinds of processing. Divide a page like this: Part of the page What goes there When Main column (right, about two-thirds) Key ideas, in your own words, with examples During the lecture, meeting or reading Cue column (left, narrow) Questions that the notes answer, and key words Soon after, ideally the same day Summary (bottom) Two or three sentences: what was this really about? At the end of the review The cue column is the clever part. Later, you cover the main column and try to answer your own questions from memory. That turns your notes into a self-test, and testing yourself is one of the most powerful learning techniques known (see Memory: How to Make Things Stick, this category). Research comparing note formats is mixed, so don't expect the layout alone to raise your grades; what helps is actually doing the questioning and summarizing it prompts. Notes for thinking, not just remembering Notes aren't only for exams. Writers, researchers and anyone working on hard problems use them as a place to think on paper. Write the question first. Before reading an article or going into a meeting, write down what you want to find out. Your notes then become answers, not transcripts. Disagree in the margins. Note where you think the author or speaker is wrong, and why. The disagreement is often the most valuable line on the page. Write it as you'd explain it. Instead of "Bayes: prior Γ— likelihood," write "start from how common it is, then ask how much more likely this clue is if it's true." If you can't phrase it simply, you've found the gap in your understanding. Connect it to something. Add one line: "this reminds me of..." Linking notes to each other is the basis of the slip-box (Zettelkasten) method made famous by the sociologist Niklas Luhmann (covered in depth in Synthesis: The Art of Connecting Disparate Dots, Core Human Skills in the Age of AI). The honest trade-offs Verbatim notes have a place: quotes you'll cite, exact instructions, legal or medical details you can't afford to paraphrase wrongly. Laptops make notes searchable and easier to reorganize, which matters for long projects, but they also put every other app one tap away, a problem no note-taking method solves. And no method helps notes you never reread. Ten minutes reviewing the same day is worth more than an hour of beautiful formatting. The takeaway Notes help through the thinking you do while writing them and the use you make of them later. The famous finding that handwriting beats laptops didn't hold up in a careful 2021 replication, but the core lesson did: transcribing word for word adds little, while summarizing in your own words, asking questions and connecting ideas builds understanding. Formats like the Cornell method help by forcing that processing and turning notes into a self-test. Try this: at your next lecture, meeting or long read, leave a narrow left-hand margin. Afterwards, the same day, write three questions in it that your notes answer, cover the notes, and try to answer them from memory. Finish with a two-sentence summary at the bottom. Sources & Further Reading Sources - Mueller P. A. & Oppenheimer D. M., "The pen is mightier than the keyboard: Advantages of longhand over laptop note taking," Psychological Science 25 (2014). - Urry H. L. et al., "Don't ditch the laptop just yet: A direct replication of Mueller and Oppenheimer's (2014) Study 1 plus mini meta-analyses across similar studies," Psychological Science 32 (2021). - Speaking rate (about 2–3 words per second) versus handwriting speed: Piolat and colleagues (2005), as summarized in Wikipedia's "Note-taking." - The Cornell method: Walter Pauk, How to Study in College. Go deeper - πŸ“˜ Make It Stick β€” Brown, Roediger & McDaniel (why self-testing beats rereading, and how to use notes for it) - πŸ“˜ How to Take Smart Notes β€” SΓΆnke Ahrens (notes as a thinking tool, using Luhmann's slip-box) - 🌐 The Learning Scientists (free, evidence-based study strategies) Why You Understand Less Than You Think -------------------------------------- Do you know how a bicycle works? Most people would say yes without hesitating. You've ridden one, seen hundreds, maybe fixed a chain. Now try this before you read on: picture a simple sketch of a bicycle frame, two wheels, pedals and chain. Where does the chain go? Which parts does the frame connect? When psychologist Rebecca Lawson tested people's understanding of basic bicycle design in 2006, many made frequent and serious mistakes, such as believing the chain went around the front wheel as well as the back one, which would make the bike impossible to steer. Bicycle experts made fewer errors but still made some, and so did people who had a real bicycle in front of them during the test. That's not a story about bicycles. It's about a gap almost everyone has between feeling that we understand something and actually understanding it. The illusion of explanatory depth In 2002, psychologists Leonid Rozenblit and Frank Keil of Yale University gave the gap a name: the illusion of explanatory depth. In a series of twelve studies, they asked people (Yale undergraduates) to rate how well they understood how various devices worked, then to write a detailed explanation of how each one works, and then to rate their understanding again. Ratings dropped once people tried to explain. They had mistaken familiarity for knowledge. Two of their findings are especially useful: The illusion is strongest for explanations, knowledge of how things work, and much weaker for facts (a country's capital), procedures (how to make a dish) or stories (the plot of a film). It's easy to check whether you know a fact. It's hard to notice that your "explanation" is a blank with a label on it. It's strongest for things with visible parts. When you can see the pieces of something move, like a bicycle's chain and gears, it feels as if seeing them means understanding them. Knowing what something is called, or how to use it, is not the same as knowing how it works. The feeling of understanding doesn't tell those apart. This is related to, but different from, the Dunning–Kruger effect (see The Biases That Fool Everyone, this category). Dunning–Kruger is about beginners misjudging their skill. The explanatory-depth illusion hits nearly everyone, experts included, outside their own narrow specialty, and often inside it. Why our brains get away with it Partly, it's efficient. You don't need to understand a fridge's refrigeration cycle to keep milk cold. Cognitive scientists Steven Sloman and Philip Fernbach argue in The Knowledge Illusion that human knowledge mostly lives in communities, in other people, books, tools and the world itself, rather than in any single head. We get by because someone, somewhere, does understand the fridge. The trouble starts when we forget that the understanding is borrowed, and act as though it were our own. Where it costs us: opinions That's where the illusion stops being harmless. In 2013, Fernbach and colleagues asked people about complex political policies they felt strongly about. People rated their understanding, then were asked to explain, step by step, how the policy would actually work. Their ratings of their own understanding fell, and their opinions became more moderate. The detail that matters most: when people were instead asked to list the reasons for their position, their views didn't soften. Arguing for a view doesn't expose the gaps. Explaining the mechanism does. In a third experiment, people who had explained a policy were also less willing to donate to advocacy groups on that issue. That's a sobering finding for anyone who argues about politics, health or economics online. Our strongest opinions are often about systems we couldn't explain in a paragraph. How to test yourself The fix is simple and slightly uncomfortable: try to explain it. Not "summarize it" or "argue for it," but explain how it works, step by step, as if to a curious 12-year-old who keeps asking "and then what?" Write it down. Explanations in your head skip steps without telling you. On paper, the gaps show up as the place where you stop being able to write the next sentence. Use "how," not "why." "Why is inflation bad?" invites reasons. "How does printing money raise prices, step by step?" exposes whether you know the mechanism. Mark the borrowed parts. When you hit something you can't explain, label it: "I'm trusting experts here." That's fine and usually unavoidable. It just changes how confidently you should talk about it. This is close to what's often called the Feynman technique, explaining something in plain language to find what you don't understand (covered as a study tool in How to Learn Anything Faster, this category). Here the point is broader: it's a check on your confidence in everything, not just in what you're studying. The honest limits You can't verify everything yourself, and you shouldn't try; relying on trustworthy expertise is a reasonable way to live. The goal isn't to understand every system. It's to know which of your beliefs you actually understand and which you're borrowing, and to hold the borrowed ones a little more loosely. The research also has limits: it rests on a fairly small set of studies, and the effect on opinions was a moderation, not a conversion. Explaining things won't make people agree. It tends to make them less certain, which is often the beginning of thinking well. The takeaway Most of us feel we understand how things work far better than we do, an effect called the illusion of explanatory depth. It's strongest for explanations of mechanisms, especially ones with visible parts, and it extends to political and economic opinions, which grow more moderate when people try to explain how a policy would actually work. The best test is to explain something step by step, in writing, using "how" rather than "why," and to mark honestly which parts of your understanding are borrowed from others. Try this: pick an opinion you hold strongly about a policy or a technology. Write, step by step, how it actually works or would work, without arguing for your side. Notice where you get stuck, and whether your certainty changes. Sources & Further Reading Sources - Rozenblit L. & Keil F., "The misunderstood limits of folk science: An illusion of explanatory depth," Cognitive Science 26 (2002). - Lawson R., "The science of cycology: Failures to understand how everyday objects work," Memory & Cognition 34 (2006). - Fernbach P. M., Rogers T., Fox C. R. & Sloman S. A., "Political extremism is supported by an illusion of understanding," Psychological Science 24 (2013). - Sloman S. & Fernbach P., The Knowledge Illusion: Why We Never Think Alone (2017). Go deeper - πŸ“˜ The Knowledge Illusion: Why We Never Think Alone β€” Steven Sloman & Philip Fernbach (the full argument, readable and funny) - πŸ“˜ The Scout Mindset β€” Julia Galef (on wanting to see things as they are, not as you'd like them to be) - 🌐 See also, in this category: How to Spot Bullshit and The Biases That Fool Everyone