Question: The antisymmetrization operator A^ is defined as the operator that antisymmetrizes a product of n one-electron functions and multiplies it by (n!)-1 / 2, For

The antisymmetrization operator A^ is defined as the operator that antisymmetrizes a product of n one-electron functions and multiplies it by (n!)-1 / 2, For n = 2,

(a) For n = 2, express A^ in terms of P^12.
(b) For n = 3, express A^ in terms of P^12, P^13, and P^23.

Af( 1 )g (2)=-I f(2) g(2)

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a b Use of Eqs 1036 and 10... View full answer

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