Explain Great Orthogodlity theorem
and
it's importance ?
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Great Orthogonality Theorem:
Orthogonality theorem is concerned with the elements of the matrices which constitute the IR of a group. Kronecker delta can have values 0 and 1. ... From these two equations we can say the Orthogonality theorem as, “the sum of the product of the irreducible representation is equal to zero”.
Answered by
0
Answer:
Great Orthogonality Theorem:
Orthogonality theorem is concerned with the elements of the matrices which constitute the IR of a group. Kronecker delta can have values 0 and 1. ... From these two equations we can say the Orthogonality theorem as, “the sum of the product of the irreducible representation is equal to zero”.
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