A Short Introduction to Arbitrage Theory and Pricing in Mathematical Finance
Emmanuel Lépinette
Master's level notes on no-arbitrage pricing in discrete time, including markets with transaction costs and other frictions. A concise path into the fundamental theorem of asset pricing.
Loading the book...
Keep reading
-
Next in this topic
Integration Theory in Financial MathematicsA short paper on how integration theory supports the pricing of options and other derivatives since the work of Black, Scholes and Merton. Useful for readers curious about the math under the pricing formulas.
Verified PDF · Secure download - Stochastic Calculus: An Introduction with Applications
A clear introduction to stochastic calculus by a leading probabilist, from discrete martingales and Brownian motion to Itô's formula and stochastic differential equations. Examples from finance appear throughout, with exercises in every chapter.
Verified PDF · Secure download - Lectures on Stochastic Calculus with Applications to Finance
A course book that goes from option pricing basics to martingales, Brownian motion, Wiener and Itô integrals and Itô's formula. It ends by deriving and solving the Black-Scholes partial differential equation.
Verified PDF · Secure download - Advanced Financial Mathematics: Lecture Notes
Graduate lecture notes on continuous-time finance: options and arbitrage, the Black-Scholes model, stochastic integration and pricing in complete markets. A solid bridge between probability theory and financial models.
Verified PDF · Secure download - Stochastic Calculus
Lecture notes on Brownian motion, local martingales, Itô integration, Itô's formula and stochastic differential equations. Rigorous and compact, with pointers to the standard references.
Verified PDF · Secure download