Derivatives-market
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This is solid book that has depth
Excellent choice of papers!
Comprehensive
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Worthwhile adding to your collectionOn such a topic, it is very easy to get carried away with complex mathematics and jargon, but this author handles the task very well. Topics such as quantifying risk, measuring swap valuations and understanding complex options are explained in a way most of us will understand.
This book is not for the beginner, but is more aimed at those with an average or above average understanding of derivatives.





Historical background
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Good overview for beginners
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Maybe theoretical physicists don't know finance
Applies theory from modern physics to financial analysis
Identifies new concepts, tools & applications for financeFrom the book's outset, the emphasis is on the role and formulation of mathematical symmetries, which govern the evolution of quantities such as derivative payoffs or prices in the marketplace. The key concept is summarized in the words of the author when he conjectures that, "the absence of some type of arbitrage opportunity in the marketplace indicates the presence of a certain inherent symmetry." From this powerful observation, he proceeds to formulate the active degrees of freedom in the market (i.e. the market participants) and the symmetric implications of this statement. The identification of arbitrage opportunities, that is, the practical application of this observation, comes straight from basing oneself in this non-varying quality of the market and seeing where deviations exist. As such, Dr. Kholodnyi's book is a gift to financial practitioners. Only when one knows what the market should be doing can one appreciate the instances when the market is behaving in an unusual fashion.
Considered in a wider sense, the tools laid out in this text demonstrate the power of the symmetry principle. Physicists have long been accustomed to using gauged symmetries in the analysis of high-energy phenomena. By using the same techniques to understand an area as applied as the financial markets, Beliefs-Preferences Gauge Symmetry Group and Replication of Contingent Claims in a General Market Environment heralds the dawn of potential new technologies for such disparate areas of science as quantum mechanics and biological systems.
As these techniques mature in the sense of becoming widely available financial tools, Dr. Kholodnyi's book will become the standard text for a rigorous analysis of financial phenomena. The text requires a strong mathematical background and some familiarity with mathematical rigor. However, since rigor leads to reliability, the viability of any financial strategies will ultimately depend on the understanding of the tools laid out so cleanly in this text.