000 02597nam a22002657a 4500
999 _c2294
_d2294
005 20220224104933.0
008 220224b ||||| |||| 00| 0 eng d
020 _a9789353500511
082 _a332.6457
_bCHA
100 _aChance, Don M.
_95172
245 _aAn introduction to derivatives and risk management
250 _a10th
260 _bCengage Learning India Pvt. Ltd.
_aNew Delhi
_c2019
300 _axvii, 610 p.
365 _aINR
_b699.00
504 _aTable of content CHAPTER 1 Introduction CHAPTER 2 Structure of Derivatives Markets PART I Options CHAPTER 3 Principles of Option Pricing CHAPTER 4 Option Pricing Models: The Binomial Model CHAPTER 5 Option Pricing Models: The Black–Scholes–Merton Model CHAPTER 6 Basic Option Strategies CHAPTER 7 Advanced Option Strategies PART II Forwards, Futures, and Swaps CHAPTER 8 Principles of Pricing Forwards, Futures, and Options on Futures CHAPTER 9 Futures Arbitrage Strategies CHAPTER 10 Forward and Futures Hedging, Spread, and Target Strategies CHAPTER 11 Swaps PART III Advanced Topics CHAPTER 12 Interest Rate Forwards and Options CHAPTER 13 Advanced Derivatives and Strategies CHAPTER 14 Financial Risk Management Techniques and Applications CHAPTER 15 Managing Risk in an Organization Appendix A Solutions to Concept Checks Appendix B References Appendix C List of Symbols Appendix D List of Important Formulas Glossary Index
520 _aAn Introduction to Derivatives and Risk Management is an ideal textbook to establish the foundation of financial derivatives and their uses in managing the risk. A perfect blend of theory and practice, this book aims to help readers navigate through the complex and ever-changing world of derivatives and risk management in an easy-to-follow style. A variety of real-time risk management practices, boxed inserts, end-of-chapter practical applications, and minimal use of technical mathematics make the text accessible and engaging. Detailed discussions about the derivatives markets and risk management practices in India, along with suitable examples, have also been incorporated. Besides postgraduate students specializing in finance, this book with its application-oriented approach would also be useful for scholars, researchers and practitioners.
650 _aRisk management
_9177
650 _aDerivative securities
_9463
650 _aFutures market
_95580
650 _aOptions (Finance)
_95286
700 _aBrooks, Robert
_95581
700 _aDhamija, Sanjay
_9232
942 _2ddc
_cBK