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From the reviews:
MATHEMATICAL REVIEWS
"We recommend this monograph to all researchers and graduate students in mathematical finance; it is easy to read, self-contained, not boring at all, and with lots of ideas for further research."
"The monograph introduces stochastic portfolio theory, a novel mathematical framework for analyzing portfolio behavior and equity market structure, and which is intended for investment professionals and students of mathematical finance. … We recommend this monograph to all researchers and graduate students in mathematical finance; it is easy to read, self-contained, not boring at all, and with lots of ideas for further research." (Gheorghe Stoica, Mathematical Reviews, 2003 a)
"This book develops a descriptive theory of portfolios in financial markets. … It can be used as a theoretical tool to provide insight into questions of market equilibrium and arbitrage, and to construct portfolios with controlled behaviour. In practice, it can be applied to portfolio optimization and performance analysis, and the tools developed will be useful for these purposes. … it will help to understand why certain investment strategies produce certain results … ." (Martin Schweizer, Zentralblatt MATH, Vol. 1049, 2004)
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Most Helpful Customer Reviews
6 of 6 people found the following review helpful:
5.0 out of 5 stars
A great book to have,
This review is from: Stochastic Portfolio Theory (Hardcover)
The book does not have a problem about distinguishing between real world measure and the risk neutral measure as another reviewer has stated. The reason being is that return on the market portfolio can be used as the correct deflator to price securities. One can check the Heath and Platen's work on benchmarking to discover that the risk neutral measure may not always exist, while fair pricing in incomplete markets can still be attained. Fernholz's book actually tells how to construct a market portfolio and readjust it depending on performance and distribution assumptions. Moreover, it can be used as a good source to tie the language of stochastic processes with the classical portfolio theories in economics.
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