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  1. 1 Acta Physica Polonica A

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  1. 1 2007

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  1. 1 Garbaczewski P.

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Information Functionals and the Notion of (Un)Certainty: Random Matrix Theory - Inspired Case

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Garbaczewski P.
Acta Physica Polonica A
|
2007
|
vol. 112
|
issue 4
619-634
EN
Information functionals allow one to quantify the degree of randomness of a given probability distribution, either absolutely (through min/max entropy principles) or relative to a prescribed reference one. Our primary aim is to analyze the "minimum information" assumption, which is a classic concept (R. Balian, 1968) in the random matrix theory. We put special emphasis on generic level (eigenvalue) spacing distributions and the degree of their randomness, or alternatively - information/organization deficit.
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