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Algorithmic and High-Frequency Trading (Mathematics, Finance and Risk)
Get Free Ebook Algorithmic and High-Frequency Trading (Mathematics, Finance and Risk)
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Review
"[This book] is an important and timely textbook on algorithmic trading. Human traders in financial markets are an endangered species, gradually replaced by computers and algorithms. In this new world, designing and coding trading strategies requires knowledge of market microstructure, basic economic principles governing price formation in financial markets, and stylized facts about price dynamics and trading activity. It also requires specific mathematical tools, such as stochastic control, and understanding of how these tools are used to solve trading problems. Algorithmic and High-Frequency Trading is unique in that it provides a unified treatment of these topics. I enjoyed reading it and recommend it highly to students or practitioners interested in mathematical models used in algorithmic trading." Thierry Foucault, HEC Paris"This book is the first to give a thorough coverage of optimal strategies in algorithmic and high-frequency trading, from the very modern point of view of dynamic stochastic optimization and based on cutting-edge work, much of which is by these authors. Other books cover the mechanics and statistics of high-frequency market dynamics, but none covers the mathematical aspects to this depth. It would be a great textbook for a graduate course in optimal trading." Robert Almgren, Quantitative Brokers"This textbook is a welcome addition to the literature on algorithmic trading and the high-frequency markets. It fills a significant gap by bringing cutting-edge mathematical models to bear on the analysis and implementation of practical algorithms. Using a unique blend of microstructure theory, financial data analysis, and mathematical models, the authors walk the reader through the maze of the high-frequency markets, detailing how the exchanges work, and what kind of data they generate. Trading algorithms and their practical implementations are described in easy-to-understand prose, and illustrated with enlightening simulations. This text is ideal for graduate students and researchers in financial mathematics and engineering, as well as for practitioners already working in the field." René Carmona, Princeton University
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Book Description
This cutting-edge textbook shows how to build the advanced mathematical models that underpin modern trading algorithms. If you need to understand how modern electronic markets operate, what information provides a trading edge, and how other market participants may affect the profitability of the algorithms, then this book is for you.
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Product details
Series: Mathematics, Finance and Risk
Hardcover: 356 pages
Publisher: Cambridge University Press; 1 edition (October 7, 2015)
Language: English
ISBN-10: 9781107091146
ISBN-13: 978-1107091146
ASIN: 1107091144
Product Dimensions:
7.2 x 0.8 x 10 inches
Shipping Weight: 1.9 pounds (View shipping rates and policies)
Average Customer Review:
3.1 out of 5 stars
10 customer reviews
Amazon Best Sellers Rank:
#661,108 in Books (See Top 100 in Books)
A very practically oriented and mathematically simple narrative. Plenty of examples of exactly solvable dynamic programming problems. Most chapters end with a discussion of practical implications of the calculations.
Very helpful and practical. Some mathematical maturity required.
Not very practical. The book is more of an academic art than a useful trading manual as the title indicated. It maybe useful for someone interested in academic research and paper publishing. As a previous reviewer said, the whole book is just putting everything together into a single HJB equation. It would have been better if the book could have more paragraphs devoted to numerical procedures.
Can be useful but you have to be an advanced calculus student and have to understand proofs well without practical exercises. As of this writing very little is available on their website and I had bought the book more than 9 months ago the exercises and examples are "still coming". You need more data than what is provided for sure unless you want a biased result. On the good side they have a few good ideas. I had no idea what optimal stopping even was before i read this book.
Undoubtedly one of the best books out there on this topic. It is on the mathematical end but rooted on data and realistic applications. Those who want to learn about the maths behind trading algorithms must start here.
Excellent book with detail explanation of derivations and applied to trading data.
Poorly explained on numerous topics. Far too advanced for a normal mathematical reader. Suggestion for the authors: write books the way Emmanuel derman does, or the book "brownian motion calculus" by ubbo weirsema. I would not recommend this book for some one who wants to self study. Unfortunately as of today, you still need a decent background on optimal control theory and calculus of variations to understand any concepts here.
This book gives a thorough coverage of modelling methods and algorithm design with the goal of optimal financial trading. The early parts of the book begin with description of market microstructure through a description of markets in practice, some of the classical theory of price discovery (such as the Kyle and Glosten-Milgrom models), and statistical analysis of high-frequency financial data.The later parts cover mathematical modelling of limit order book dynamics with methods of incorporating several features, and different techniques for formulating optimal trading problems. This material should be understandable by anyone with graduate level mathematics (specific topics in optimal control are introduced over the course of several chapters) and could definitely be used as a reference for a course in asset allocation or algorithmic trading. As such, it would also make an excellent resource for a student with advanced mathematical background that wants an introduction to market microstructure and trading through self-study, either with the intention of continuing with academic research or leading into an industry career where quantitative optimization of trading is an important factor.The two main strengths in my opinion are the extensive number of exercises (helpful in course design) and the clear explanation of the mathematical analysis in the latter half of the book. The most significant weakness is that I found two of the earlier chapters to be quite poorly written. Understanding some of the ideas and discussion of the topics took several rereads, and the interpretation and discussion of the statistical data analysis were quite dry. The clarity and importance of the later sections of the book make up for this though. Don't let the first few chapters turn you off before taking a stab at the second half of the book.
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