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Formally verified mathematical finance in Lean 4. Black–Scholes/Greeks/PDE, Itô calculus, FTAP/Girsanov, CRR→BS convergence, Merton jump-diffusion.
Lean
#black-scholes#derivatives-pricing#formal-methods#formal-verification#ito-calculus#lean4#mathematical-finance#mathlib#option-pricing#quantitative-finance#stochastic-calculus#theorem-proving
Derive the APT exact-factor pricing relation E[Rᵢ]−r = Σₖ βᵢₖ λₖ from no-arbitrage about 4 hours ago
help wanted area:portfolio type:proof difficulty:medium status:in-progress
Formally verified mathematical finance in Lean 4. Black–Scholes/Greeks/PDE, Itô calculus, FTAP/Girsanov, CRR→BS convergence, Merton jump-diffusion.
Lean
#black-scholes#derivatives-pricing#formal-methods#formal-verification#ito-calculus#lean4#mathematical-finance#mathlib#option-pricing#quantitative-finance#stochastic-calculus#theorem-proving
Add the life-contingent annuity EPV ä_x:n = ∑ vᵏ·ₖpₓ (survival-weighted) about 4 hours ago
help wanted area:actuarial type:proof difficulty:medium status:in-progress
Formally verified mathematical finance in Lean 4. Black–Scholes/Greeks/PDE, Itô calculus, FTAP/Girsanov, CRR→BS convergence, Merton jump-diffusion.
Lean
#black-scholes#derivatives-pricing#formal-methods#formal-verification#ito-calculus#lean4#mathematical-finance#mathlib#option-pricing#quantitative-finance#stochastic-calculus#theorem-proving
help wanted area:binomial type:proof difficulty:medium status:in-progress
Formally verified mathematical finance in Lean 4. Black–Scholes/Greeks/PDE, Itô calculus, FTAP/Girsanov, CRR→BS convergence, Merton jump-diffusion.
Lean
#black-scholes#derivatives-pricing#formal-methods#formal-verification#ito-calculus#lean4#mathematical-finance#mathlib#option-pricing#quantitative-finance#stochastic-calculus#theorem-proving