Improving bounds for the number of correlation immune Boolean functions
In this paper, we enumerate correlation immune functions by suggesting a novel method of constructing those functions. We obtain lower and upper bounds for the number of correlation immune functions, which improve the previously known results.
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Veröffentlicht in: | Information processing letters 1997-02, Vol.61 (4), p.209-212 |
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creator | Park, Sung Mo Lee, Sangjin Sung, Soo Hak Kim, Kwangjo |
description | In this paper, we enumerate correlation immune functions by suggesting a novel method of constructing those functions. We obtain lower and upper bounds for the number of correlation immune functions, which improve the previously known results. |
doi_str_mv | 10.1016/S0020-0190(97)00010-0 |
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subjects | Applied sciences Boolean Boolean function Codes Computer science control theory systems Correlation immune function Cryptography Enumeration Exact sciences and technology Functions Information processing Information, signal and communications theory Logical, boolean and switching functions Signal and communications theory Stream cipher Studies Telecommunications and information theory Theoretical computing |
title | Improving bounds for the number of correlation immune Boolean functions |
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