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Основной контент книги The Mathematics of Derivatives. Tools for Designing Numerical Algorithms
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Buchdauer 207 Seiten

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The Mathematics of Derivatives. Tools for Designing Numerical Algorithms

Читайте только на Литрес

Das Buch kann nicht als Datei heruntergeladen werden, kann aber in unserer App oder online auf der Website gelesen werden.

€68,47

Über das Buch

Praise for The Mathematics of Derivatives «The Mathematics of Derivatives provides a concise pedagogical discussion of both fundamental and very recent developments in mathematical finance, and is particularly well suited for readers with a science or engineering background. It is written from the point of view of a physicist focused on providing an understanding of the methodology and the assumptions behind derivative pricing. Navin has a unique and elegant viewpoint, and will help mathematically sophisticated readers rapidly get up to speed in the latest Wall Street financial innovations.» —David Montano, Managing Director JPMorgan Securities A stylish and practical introduction to the key concepts in financial mathematics, this book tackles key fundamentals in the subject in an intuitive and refreshing manner whilst also providing detailed analytical and numerical schema for solving interesting derivatives pricing problems. If Richard Feynman wrote an introduction to financial mathematics, it might look similar. The problem and solution sets are first rate." —Barry Ryan, Partner Bhramavira Capital Partners, London «This is a great book for anyone beginning (or contemplating), a career in financial research or analytic programming. Navin dissects a huge, complex topic into a series of discrete, concise, accessible lectures that combine the required mathematical theory with relevant applications to real-world markets. I wish this book was around when I started in finance. It would have saved me a lot of time and aggravation.» —Larry Magargal

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Altersbeschränkung:
0+
Veröffentlichungsdatum auf Litres:
20 Februar 2018
Umfang:
207 S.
ISBN:
9780470099773
Gesamtgröße:
1.1 МБ
Gesamtanzahl der Seiten:
207
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