“prediction markets need their own black-scholes to price belief risk”
Proposes a unified stochastic kernel (logit jump-diffusion) for prediction markets analogous to Black-Scholes for options. Treats traded probability as a risk-neutral martingale, exposing belief volatility, jump intensity, and correlation as quotable risk factors. Defines derivative instruments (variance swaps, correlation swaps, first-passage notes) for hedging belief risk.
Extensive technical background assumed
Platforms mentioned: Polymarket