Enterprise risk management Olson, David L.

By:

Olson, David L

Contributor(s):

Wu, Desheng Dash

Series: Financial engineering and risk management; vol. 1Publication details: Hackensack World Scientific Publishing Company 2008 Description: xii, 252 pISBN:

9789812791481

Subject(s):

DDC classification:

658.155

Summary: The ideas and principles of stochastic analysis have managed to penetrate into various fields of pure and applied mathematics in the last 15 years; it is particularly true for mathematical physics. This volume provides a wide range of applications of stochastic analysis in fields as varied as statistical mechanics, hydrodynamics, Yang-Mills theory and spin-glass theory. The proper concept of stochastic dynamics relevant to each type of application is described in detail here. Altogether, these approaches illustrate the reasons why their dissemination in other fields is likely to accelerate in the years to come. Source: http://search.barnesandnoble.com

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Holdings
Item type	Current library	Call number	Status	Date due	Barcode	Item holds
Book	Ahmedabad	658.155 O5E6 (Browse shelf(Opens below))	Available		167322

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Previous	658.155 M2B8 Business valuation: an integrated theory	658.155 M2G6 Global risk/global opportunity: ten essential tools for tracking minds, markets and money	658.155 M2R4 Risky strategy: understanding risk to improve strategic decisions	658.155 O5E6 Enterprise risk management	658.155 O7 Organizational encounters with risk	658.155 O8P2 Pandora's risk: uncertainty at the core of finance	658.155 O9P6 Post-crisis risk management: bracing for the next perfect storm	Next

Includes bibliographical references and index

The ideas and principles of stochastic analysis have managed to penetrate into various fields of pure and applied mathematics in the last 15 years; it is particularly true for mathematical physics. This volume provides a wide range of applications of stochastic analysis in fields as varied as statistical mechanics, hydrodynamics, Yang-Mills theory and spin-glass theory. The proper concept of stochastic dynamics relevant to each type of application is described in detail here. Altogether, these approaches illustrate the reasons why their dissemination in other fields is likely to accelerate in the years to come. Source: http://search.barnesandnoble.com

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