Put-call parity

Quantitative Finance Glossary

Static no-arbitrage relation between European call and put of identical strike and expiry: C - P = S_0 - K,e^-rT for a non-dividend-paying underlying, generalising to C - P = S_0,e^-qT - K,e^-rT with continuous dividend yield q. Derives from the model-free identity payoff: max(S_T - K, 0) - max(K - S_T, 0) = S_T - K. The cleanest market-data sanity check on option screens: parity violations larger than the bid-ask are not arbitrage opportunities, they are stale prints or hard-to-borrow stocks.

Sign up free — get all 127 Quantitative Finance terms, flashcards & rank tracking →

More Quantitative Finance terms

KomFi: Test Prep Made Easy

KomFi: Test Prep Made Easy — free adaptive practice for GMAT, GRE, SAT, ACT, National Real Estate Exam, Investment Banking, and finance with full explanations.

KomFi Academy is free GMAT prep and personalized GMAT help built as a training platform: 89,613+ practice questions, 30,000+ flashcards, on-demand video lectures, podcasts, and 4K slide decks. Flagship tracks: Free GMAT Prep, Free GMAT Resources, National Real Estate Exam Prep, Investment Banking Prep, Finance Prep, GRE, SAT, ACT, LSAT, MCAT, Financial Accounting, Private Equity, Private Credit, and Quantitative Finance.

Free GMAT Prep & Personalized GMAT Help

What's inside

Topics

View pricing · Read testimonials