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In invariant algebra, some generators of group G1 that goes either into itself or zero under ______ with any other element of the algebra.

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In invariant algebra, some generators of group G1 that goes either into itself or zero under ______ with any other element of the algebra.

(a) commutation

(b) permutation

(c) combination

(d) lattice

The question was posed to me in homework.

The query is from Graph’s Matrices topic in chapter Graphs of Discrete Mathematics

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Correct answer is (a) commutation

The best explanation: Some generators of group G1 in group theory which goes either into itself or zero under commutation with any other element of the whole algebra is called invariant subalgebra.

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