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Computation of error bounds of order α with preferences

Computation of error bounds of order α with preferences Bounds to error probability have been presented by various authors like Chu and Chueh (1966), TOUSSAINT (1978) and Hellman and Raviv (1970) in terms of Shannon entropy or its generalisations. The existing results depend only on probability distribution associated with the experiment. It does not take into account the effectiveness of the outcomes of the experiment. Large amount of work on probability of error has been done by Ben-Bassat and Raviv (1978) and Gupta and Arora (2005). This paper is a generalisation in which the concept of probability of error for Renyi’s entropy with preferences is presented. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png International Journal of Applied Systemic Studies Inderscience Publishers

Computation of error bounds of order α with preferences

International Journal of Applied Systemic Studies , Volume 4 (1-2) – Jan 1, 2011

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Publisher
Inderscience Publishers
Copyright
Copyright © 2011 Inderscience Enterprises Ltd.
Subject
Artificial Intelligence and Intelligent Systems; COMPUTING JOURNALS; Computing Science, Applications and Software; Information Systems and Technology; TECHNICAL JOURNALS; Design and Product Development; Materials and Manufacturing; Simulation and Modelling; Systems Engineering; Electronic, Robotic and Control Systems; MANAGEMENT JOURNALS; Operational Management and Marketing
ISSN
1751-0589
eISSN
1751-0597
DOI
10.1504/IJASS.2011.042207
Publisher site
See Article on Publisher Site

Abstract

Bounds to error probability have been presented by various authors like Chu and Chueh (1966), TOUSSAINT (1978) and Hellman and Raviv (1970) in terms of Shannon entropy or its generalisations. The existing results depend only on probability distribution associated with the experiment. It does not take into account the effectiveness of the outcomes of the experiment. Large amount of work on probability of error has been done by Ben-Bassat and Raviv (1978) and Gupta and Arora (2005). This paper is a generalisation in which the concept of probability of error for Renyi’s entropy with preferences is presented.

Journal

International Journal of Applied Systemic StudiesInderscience Publishers

Published: Jan 1, 2011

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