N² - n: why shorting is mathematically cursed
why it's more fun to go long
why it's more fun to go long
bridging middle school math to investing math
vibe code a silver dashboard
how vega kills
sense-making from market prices
market making exercise
mental math on gamma
gamma and calendar spreads
Contradictions
an opinionated way to marry options to investing
The odds surface across marketplaces
modeling vol surfaces
skew delta
taxes and options
average price options
computing rebalance quantities
How Markets Work
A few common misunderstandings
Options and Volatility
shadow theta when an event is approaching
Options and Volatility
earnings extraction example
Options and Volatility
intraday decay
Risk and Edge
there's no single volatility, just as there's no single measure of coastline distance
Options and Volatility
Selling puts in squeezes
Options Theory
Pricing American Style options
Options Theory
American options as "optimal stopping time" problems
How Markets Work
votes vs money-weighted votes
Options and Volatility
Last week, in part 1, we backfilled prerequisite knowledge: 1. Distance in return space: equal percentage moves aren’t equal in compounded or log space 2. Vol bonus vs vol tax: trend and chop change the distribution of a levered asset 3. Derivatives-on-derivatives: options on the underlying ETF are inputs
Options and Volatility
“They” say human labor will be irrelevant by 2027. By then, any business you can think will be solved by capital (electricity and tokens) before you brush your teeth in the morning. You either get rich in the next year or join the permanent underclass. So we aren’t shocked
How Markets Work
key differences between retail and institutional traders
Risk and Edge
the "system 2" reaction to a proposition
Options and Volatility
stubborn assumptions die hard
Risk and Edge
proving diversification is a free lunch
Options and Volatility
How parallel coordinates turn four volatility metrics into actionable trade structures