On the Generation of Hyper-powersets for the DSmT

Details On the Generation of Hyper-powersets for the DSmT On the Generation of Hyper-powersets for the DSmT

2003-09-26

arxiv.org/abs/math/0309431v1

Published in the Proceedings of the Sixth International Conference on Information Fusion, International Society for Informatio

Mathematics

General Mathematics

11 pages, 2 tables, one graph, one computer program. Presented to The Sixth International Conference on Information Fusion, Ca

Scientific paper

The recent theory of plausible and paradoxical reasoning (DSmT for short, or Dezert-Smarandache Theory), developed by the authors, appears to be a nice promising theoretical tools to solve many information fusion problems (for example in military defense, medicine, etc.), where the Shafer's model cannot be used due to the intrinsic paradoxical nature of the elements of the frame of discernment and where a strong internal conflict between sources arises. The main idea of DSmT is to work on the hyper-powerset of the frame of discernment of the problem under consideration. Although the definition of hyper-powerset is well established, the major difficulty in practice is to generate such hyper-powersets in order to implement DSmT fusion rule on computers. We present in this paper a simple algorithm for generating hyper-powersets and discuss the limitations of our actual computers to generate such hyper-powersets when the dimension of the problem increases.

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