Transforming a Matrix into a Standard Form

A. Munemasa, P. E. Putri
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Abstract

We show that every matrix all of whose entries are in a fixed subgroup of the group of units of a commutative ring with identity is equivalent to a standard form. As a consequence, we improve the proof of Theorem 5 in D. Best, H. Kharaghani, H. Ramp [Disc. Math. 313 (2013), 855--864].
将矩阵变换成标准形式
我们证明了所有元素都在具有恒等交换环的单位群的固定子群中的矩阵等价于一个标准形式。因此,我们改进了D. Best, H. Kharaghani, H. Ramp [Disc]中定理5的证明。数学学报,2013,(3),855—864。
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