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Cambridge University Press Cambridge Stochastic Integration with Jumps - Mathematics Book

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Description

Explore advanced mathematical theory with Stochastic Integration with Jumps, part of the Encyclopedia of Mathematics and its Applications series (Number 89) from Cambridge University Press. This 2002 text provides a unified perspective on stochastic integration for both random measures and integrators like semimartingales. Designed for researchers and students in fields such as financial mathematics and signal processing, the book introduces novel predictable controlling devices. It covers the theory of stochastic differential equations driven by these devices, including essential topics on stability and numerical approximation theories. Readers will find detailed discussions on DCT, Egoroff's Theorem, and comprehensive analog results from ordinary integration.

Key Features

This Cambridge University Press text develops stochastic integration theory for both random measures and semimartingales from a common point of view.

The book provides a detailed theory of stochastic differential equations driven by novel predictable controlling devices.

Included topics cover stability and numerical approximation theories for stochastic processes.

The content features mathematical highlights such as DCT, Egoroff's Theorem, and analog results from ordinary integration.

This volume serves as number 89 in the Encyclopedia of Mathematics and its Applications series.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
01 April 2010
Listed Since
04 December 2009

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