模群代数的酉子群中心

Punjab University Journal of Mathematics Pub Date : 2021-10-26 DOI:10.52280/pujm.2021.531003

S. Parveen, Asia Inam, Farwa Idrees

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引用次数: 0

摘要

我们在一个特征为2的有限域上建立了V∗(F2 k (M2n+1))， 1 V∗(F2 k (M2n+1 × C2))和V∗(F2 k ((M2n+1 × C2) × C2))的中心结构，其中M2n+1 =< ψ， λ|ψ2n = λ 2 = 1， λψ = ψ2n +1λ >是2n+1阶的模群，C2是2阶的环群

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Centre of Unitary Subgroup of Modular Group Algebra’s

We establish the structure of the centre of V∗(F2 k (M2n+1 )), 1 V∗(F2 k (M2n+1 × C2)) and V∗(F2 k ((M2n+1 × C2) × C2)) over a finite field of characteristics 2 where M2n+1 =< ψ, λ|ψ 2n = λ 2 = 1, λψ = ψ 2n+1λ > is the Modular group having order 2 n+1 and C2 is a cyclic group of order 2

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来源期刊

Punjab University Journal of Mathematics

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