What is terminal group and rigid group bridging group?
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in the representation theory of groups, a finitely generated group is said to be representation rigid if for every {\displaystyle n}it has only finitely many isomorphism classes of irreducible representations of dimension {\displaystyle n}
in the representation theory of groups, a finitely generated group is said to be representation rigid if for every {\displaystyle n}it has only finitely many isomorphism classes of irreducible representations of dimension {\displaystyle n}
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- Groups are vertical columns from top to bottom in the periodic table.
- Periods are horizontal rows from left to right in the periodic table.
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