
Numerical Methods in Finance
by Edited by L. C. G. Rogers , D. Talay-
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Summary
Table of Contents
Introduction | |
Convergence of numerical schemes for degenerate parabolic equations arising in finance theory | |
Continuous-time Monte Carlo methods and variance reduction | |
Recent advances in numerical methods for pricing derivative securities | |
American options: a comparison of numerical methods | |
Fast, accurate and inelegant valuation of American options | |
Valuation of American options in a jump-diffusion model | |
Some nonlinear methods for studying far-from-the-money contingent claims | |
Stochastic volatility models | |
Dynamic optimisation for a mixed portfolio with transaction costs | |
Imperfect markets and backward stochastic differential equations | |
Numerical methods for backward stochastic differential equations | |
Viscosity solutions and numerical schemes for investment/consumption models with transaction costs | |
Does volatility jump or just diffuse? A statistical approach | |
Martingale-based hedge error control | |
The use of second order stochastic dominance to bound European call prices: theory and results | |
Table of Contents provided by Publisher. All Rights Reserved. |
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