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Fries, Christian Mathematical Finance: Theory, Modeling, Implementation eBook

Mathematical Finance: Theory, Modeling, Implementation

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eBook Publisher: John Wiley & Sons
Imprint: John Wiley & Sons, Inc.

Format: Adobe Encrypted (DRM)


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This book concentrates on the theory of mathematical finance and the pricing of derivatives around the theory. The topics are presented from their mathematical foundations to their real-world implementation (through pricing models) using state-of-the art object oriented programming techniques. While a high standard of mathematical precision is retained throughout the book, the emphasis remains on practical motivations, interpretations, and results. The book harmonizes theory, practical modeling, and financial methods under one convenient cover.

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Title of eBook: Mathematical Finance: Theory, Modeling, Implementation
Release Date: 10-19-2007
Publisher: John Wiley & Sons, Inc.

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Parent title Mathematical Finance: Theory,...
Encrypted (DRM) Yes
SKU 9780470179772
File size 26963
Security n/a
Printing Not allowed
Copying Not allowed
Read aloud No
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NoteExcellent navigation features are available via Adobe such as bookmarks and a quick access table of contents. Text search is easily accessible. An Adobe DRM-protected file is different than a pdf file in that it uses Adobe DRM (Digital Rights Management) technology, which authors and publishers use to protect their content from illegal online distribution and to set certain privileges such as restrictions on copying and printing.

Mathematical Finance: Theory, Modeling, Implementation


Chapter One

Introduction

1.1 Theory, Modeling, and Implementation

This book tries to give a balanced representation of the theoretical foundations of mathematical finance, especially derivative pricing, state-of-the-art models, which are actually used in practice, and their implementation.

In practice, none of the three aspects-theory, modeling, and implementation-can be considered alone. Knowledge of the theory is worthless if it isn't applied. Theory provides the tools for consistent of modeling. A model without implementation is essentially worthless. Good implementation requires a deep understanding of the model and the underlying theory.

With this in mind, the book tries to build a bridge from academia to practice and from theory to object-oriented implementation.

1.2 Interest Rate Models and Interest Rate Derivatives

The text concentrates on the modeling of interest rates as stochastic (undetermined) quantities and the evaluation of interest of rate derivatives under such models. However, this is not a specialization! Although the mathematical modeling of stock prices was the historical starting point and interest rates were assumed to be constant, some important theoretical aspects are significant only for stochastic interest rates (e.g. the change of num

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