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Forthcoming

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Dynamics of Large Structures and Inverse Problems

Mathematical and Mechanical Engineering Set Volume 5

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Civil Engineering Structures According to the Eurocodes

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Swelling Concrete in Dams and Hydraulic Structures

DSC 2017

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Earthquake Occurrence

Short- and Long-term Models and their Validation

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The Chemostat

Mathematical Theory of Microorganims Cultures

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From Prognostics and Health Systems Management to Predictive Maintenance 2

Knowledge, Traceability and Decision

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First Hitting Time Regression Models

Lifetime Data Analysis Based on Underlying Stochastic Processes

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The Innovative Company

An Ill-defined Object

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Reading and Writing Knowledge in Scientific Communities

Digital Humanities and Knowledge Construction

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Going Past Limits To Growth

A Report to the Club of Rome EU-Chapter

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Stochastic Analysis of Risk and Management

Stochastic Models in Survival Analysis and Reliability Set Volume 2

Boris Harlamov, State University, St. Petersburg, Russia

ISBN: 9781786300089

Publication Date: February 2017   Hardback   164 pp.

115 USD


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Description

This book confronts a growing business problem. How plausible is it for a business to control the dynamic of their capital? Central to this book is the theory of the probability of ruin and how this may not necessarily mean the end of business activity. In addition to this, there are many probabilistic recommendations made by successful businessmen and women who have made their fortunes and are now sharing their valuable insights.
This book is recommended for students who possess a basic understanding of the initial aspects of probability theory and wish to apply these to become successful in this field in future. The author presents students and practitioners with a variety of examples of application which contain well-founded and new ideas as well as opportunities for further study in this subject area.

Contents

1. Mathematical Bases.
2. Cramér-Lundberg Model.
3. Models With the Premium Dependent on the Capital.
4. Heavy Tails.
5. Some Problems of Control.

About the Authors

Boris Harlamov is Professor of Applied Mathematics and Informatics in the Department of Architecture and Building at the State University, St. Petersburg, Russia.

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