Presentation 2006-03-17
A constant giving the maximum linear probability in arithmetic addition
Hirotaka ITTOGI, Toyonaga TSUKISHIMA, Toshinobu KANEKO,
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Abstract(in English) This paper discusses an algorithm for computing the constant value that gives the maximum linear probability in arithmetic addition modulo 2^n for giving input and output mask values. Park et al. and Moriai et al. gave an efficient algorithm for computing linear probability of addition modulo 2^n. Sumikawa et al. gave an efficient algorithm for computing linear probability. This paper presents an efficient algorithm for computing the constant value sistematically which gives the maximum linear probability by using transition probability matrix related to the input and output masks that Sumikawa et al. have derived.
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Keyword(in English) addition / linear probability / maximum linear probability / constant
Paper # IT2005-103,ISEC2005-160,WBS2005-117
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Committee WBS
Conference Date 2006/3/10(1days)
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Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) A constant giving the maximum linear probability in arithmetic addition
Sub Title (in English)
Keyword(1) addition
Keyword(2) linear probability
Keyword(3) maximum linear probability
Keyword(4) constant
1st Author's Name Hirotaka ITTOGI
1st Author's Affiliation Fuji susono research park, Canon Inc.()
2nd Author's Name Toyonaga TSUKISHIMA
2nd Author's Affiliation Faculty of Science and Technology, Tokyo University of Science
3rd Author's Name Toshinobu KANEKO
3rd Author's Affiliation Faculty of Science and Technology, Tokyo University of Science
Date 2006-03-17
Paper # IT2005-103,ISEC2005-160,WBS2005-117
Volume (vol) vol.105
Number (no) 666
Page pp.pp.-
#Pages 6
Date of Issue