Presentation 2019-03-14
Invariants and Invariant groups of cellular automata
Tadakazu Sato,
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Abstract(in Japanese) (See Japanese page)
Abstract(in English) We show the relationship between invariants and invariant groups of one dimensional cellular automatawith constant to one parallel maps and show that the invariant group of a direct sum for cellular automata is a direct product of their invariant groups. Moreover, we show that the constant is a deviser of the number of the state set.
Keyword(in Japanese) (See Japanese page)
Keyword(in English) cellular automaton / parallel map / invariant group / invariants
Paper # MSS2018-88
Date of Issue 2019-03-07 (MSS)

Conference Information
Committee NLP / MSS
Conference Date 2019/3/14(2days)
Place (in Japanese) (See Japanese page)
Place (in English) Bunkyo Camp., Univ. of Fukui
Topics (in Japanese) (See Japanese page)
Topics (in English) SICE-DES, IEICE-MSS, IEICE-NLP, Work In Progress, and etc.
Chair Norikazu Takahashi(Okayama Univ.) / Morikazu Nakamura(Univ. of Ryukyus)
Vice Chair Hiroaki Kurokawa(Tokyo Univ. of Tech.) / Shigemasa Takai(Osaka Univ.)
Secretary Hiroaki Kurokawa(Hiroshima Inst. of Tech.) / Shigemasa Takai(Nippon Inst. of Tech.)
Assistant Masayuki Kimura(Kyoto Univ.) / Yutaka Shimada(Saitama Univ.) / Hideki Kinjo(Okinawa Univ.)

Paper Information
Registration To Technical Committee on Nonlinear Problems / Technical Committee on Mathematical Systems Science and its applications
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) Invariants and Invariant groups of cellular automata
Sub Title (in English)
Keyword(1) cellular automaton
Keyword(2) parallel map
Keyword(3) invariant group
Keyword(4) invariants
1st Author's Name Tadakazu Sato
1st Author's Affiliation Toyo University(Toyo Univ.)
Date 2019-03-14
Paper # MSS2018-88
Volume (vol) vol.118
Number (no) MSS-499
Page pp.pp.39-44(MSS),
#Pages 6
Date of Issue 2019-03-07 (MSS)