Elements of Financial Mathematics: From Interest Theory to Options
- Length: 434 pages
- Edition: 1
- Language: English
- Publisher: Arcler Press
- Publication Date: 2020-11-01
- ISBN-10: 1774077698
- ISBN-13: 9781774077696
- Sales Rank: #0 (See Top 100 Books)
This book reviews the recent studies on the origin and evolution of atomic matter in the Universe, considering early Universe, interstellar regions, and the solar system. In particular, it focuses on the study of the Universe by spectroscopic observations, it examines the chemical history of the very early universe to the formation of first atoms, it treats of the creation of the higher elements in the heart of the stars, and it reviews the interstellar chemistry from the viewpoints of theory, experiments, models and observations. Moreover, it provides some examples of laboratory-based astrochemistry, and at last, it focuses on the evolutionary history of the moon and the inner solar system, and their Silica-rich volcanism.
Cover Title Page Copyright DECLARATION ABOUT THE EDITOR TABLE OF CONTENTS List of Contributors List of Abbreviations Preface Section 1 Annuities Chapter 1 Upper and Lower Bounds for Annuities and Life Insurance from Incomplete Mortality Data Abstract Introduction Theoretical Framework Upper And Lower Bounds For Annuities And Life Insurance Application And Discussions Final Remarks References Chapter 2 The Effect of the Assumed Interest Rate and Smoothing on Variable Annuities Introduction Variable Annuities Smoothing Financial Returns Conclusion References Chapter 3 Adverse Selection in Private Annuity Markets and the Role of Mandatory Social Annuitization Abstract Introduction Model Private Annuity Markets Social Annuities Conclusion References Chapter 4 Evaluation of Variable Annuity Guarantees with the Effect of Jumps in the Asset Price Process Abstract Introduction Methodology Data Used Results And Discussion Conclusion Acknowledgements References Section 2 Bonds Chapter 5 The Analysis of Corporate Bond Valuation Under an Infinite Dimensional Compound Poisson Framework Introduction The Preliminary Of Valuation Model Valuing Defaultable Bond Valuing Callable Defaultable Bond Conclusion Acknowledgments References Chapter 6 The Time Decay of Bond Premium and Discount—An Analysis of the Time Passage Effect on Bond Prices Abstract Introduction Mathematical Model Numerical Illustrations Implications Of The Findings Conclusion References Chapter 7 On a New Corporate Bond Pricing Model with Potential Credit Rating Change and Stochastic Interest Rate Abstract Introduction The Derivation Of The New Model The Mathematical Model Stochastic Interest Rate In Vasicek Model Simulation Conclusions Acknowledgments References Chapter 8 Forecasting Term Structure of Interest Rates in Japan Abstract Introduction Theoretical Model Empirical Models Estimation Results Conclusions References Section 3 Portfolio Theory Chapter 9 Practical Aspects of Portfolio Selection and Optimisation on the Capital Market Abstract Introduction Literature Review Research Methodology Results And Discussions Conclusion References Chapter 10 A General Framework for Portfolio Theory. Part III: Multi-Period Markets and Modular Approach Abstract Introduction Multi-Period Market And Trading Strategies Efficient Portfolios Application Conclusions And Outlook References Chapter 11 Research on Regularized Mean–Variance Portfolio Selection strategy with Modified Roy Safetyfirst Principle Abstract Background Proposed Portfolio Selection Strategies Empirical Application Conclusion Acknowledgements References Chapter 12 Systemic Risk from Investment Similarities Abstract Introduction Materials And Methods Results And Discussion Conclusion Acknowledgments References Section 4 Valuation of Derivatives Options Chapter 13 The Value of Monte Carlo Model-Based Variance Reduction Technology in the Pricing of Financial Derivatives Abstract Introduction Literature Review Methods Results And Discussions Conclusions References Chapter 14 Modelling and Computation in the Valuation of Carbon Derivatives with Stochastic Convenience Yields Abstract Introduction The Pricing Model Of Co2 Contingent Claims The Power Penalty Approach The Fitted Finite Volume Method Numerical Results Discussions Concluding Remarks References Chapter 15 Variance and Dimension Reduction Monte Carlo Method for Pricing European Multi-Asset Options with Stochastic Volatilities Abstract Introduction Pricing Model Dimension And Variance Reduction Numerical Tests Conclusions Abbreviations References Chapter 16 A Comparative Study on Barrier Option Pricing using Antithetic and Quasi Monte-Carlo Simulations Abstract Introduction Valuation Of Zero-Rebate Knock-Out Barrier Options Numerical Approximations Computational Results And Analysis Conclusion Acknowledgement References Index Back Cover
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