The Central Subgroup of the Nonabelian Tensor Square of Bieberbach Group of Dimension Three with Point Group C_2×C_2

机译：Bieberbach尺寸三个尺寸三个尺寸三级的中央亚组，具有点组C_2×C_2

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Bieberbach groups are crystallographic groups. By computing the central subgroup of the nonabelian tensor square of a group, the properties of the group can be determined. In this paper, the central subgroup of the nonabelian tensor square of one Bieberbach group of dimension three with point group C_2 × C_2 is computed. In order to compute the V(S _3(3)), the derived subgroup and the abelianization of the group are first constructed.

机译：Bieberbach组是晶体组。通过计算组的非印记张量广平的中央子组，可以确定该组的性质。在本文中，计算了一个具有点组C_2×C_2的一个Bieberbach组的非印记张量广平的中央子组。为了计算V（S _3（3）），首先构建衍生的子组和该组的额度化。

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《International Conference on Education, Mathematics and Science》|2017年|1 v. (various pagings) :|共6页
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Nor Fadzilah Abdul Ladi; Rohaidah Masri; Norashiqin Mohd Idrus; Tan Yee Ting;
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中图分类 O1-532;
关键词
Nonabelian Tensor Square; Bieberbach Group; Dimension Three;

机译：非亚伯国张量广场;Bieberbach组;维度三;

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6. The Central Subgroup of the Nonabelian Tensor Square of Bieberbach Group of Dimension Three with Point Group C_2×C_2 [C] . Nor Fadzilah Abdul Ladi, Rohaidah Masri, Norashiqin Mohd Idrus, International Conference on Education, Mathematics and Science . 2017

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The Central Subgroup of the Nonabelian Tensor Square of Bieberbach Group of Dimension Three with Point Group C_2×C_2

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