Derivatives - Witzany, Ji¿í
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Présentation Derivatives de Witzany, Ji¿í Format Broché
- Livre Littérature Générale
Résumé :
This book helps students, researchers and quantitative finance practitioners to understand both basic and advanced topics in the valuation and modeling of financial and commodity derivatives, their institutional framework and risk management. It provides an overview of the new regulatory requirements such as Basel III, the Fundamental Review of the Trading Book (FRTB), Interest Rate Risk of the Banking Book (IRRBB), or the Internal Capital Assessment Process (ICAAP). The reader will also find a detailed treatment of counterparty credit risk, stochastic volatility estimation methods such as MCMC and Particle Filters, and the concepts of model-free volatility, VIX index definition and the related volatility trading. The book can also be used as a teaching material for university derivatives and financial engineering courses.
Biographie:
Ji?? Witzany is a professor at the Faculty of Finance and Accounting, University of Economics, Prague (Czech Republic). Prior to his work in Prague, he was an Assistant Professor of Mathematics at the University of California (LA, USA) and later worked as the Market and Credit Risk Manager in the major Czech bank Komer?n? Banka (Soci?t? G?n?rale Group). Currently, he teaches courses in financial derivatives, quantitative finance and credit risk modeling for students of financial engineering, finance and financial mathematics. He is also active as a consultant on credit and market risk management including financial derivatives valuation for major Czech and international banks. He is the author or co-author of several monographs and a number of articles in financial or mathematical peer-reviewed journals. ...
Sommaire:
Introduction.- Forwards and Futures.- Interest Rate Derivatives.- Option Markets, Valuation, and Hedging.- Market Risk Measurement and Management.- Stochastic Interest Rates and the Standard Market Model.- Interest Rate Models.- Exotic Options, Volatility Smile, and Alternative Stochastic Models.
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