VARIETIES OF REPRESENTATIONS AND THEIR COHOMOLOGY-JUMP SUBVARIETIES FOR KNOT GROUPS
VARIETIES OF REPRESENTATIONS AND THEIR COHOMOLOGY-JUMP SUBVARIETIES FOR KNOT GROUPS
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结群的表示形式及其上同调跳跃子类型
DOI：
10.1070/sm1994v078n01abeh003464
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发表时间：
1994
影响因子：
0.8
通讯作者：
Le Ty Kuok Tkhang
中科院分区：
文献类型：
--
作者：
Le Ty Kuok Tkhang
本文研究了结群成线性群的表示空间、它们的范畴因子空间（即表示的所有字符的空间）及其上同跳子空间。在后者和更大维度的表示空间之间建立了联系。给出了二桥结的这些空间的完整描述。参考书目：12篇。
This paper studies the spaces of representations of knot groups into a linear group , their categorical factor-spaces (i.e., the spaces of all characters of the representations), and their cohomology-jump subspaces. Connections are established between the latter and the spaces of representations of dimension one greater. A complete description is given of these spaces for 2-bridge knots.Bibliography: 12 titles.