(a) If à is a linear operator, {(i} is a complete, orthonormal basis, and u is an...

Question:

(a) If  is a linear operator, {(i} is a complete, orthonormal basis, and u is an arbitrary function, show that
Au-Σ( Σ. jAh (hu)f.

Expand u in terms of the set {(i}, apply  to this expansion, and then expand Â(i. (b) If

(a) If  is a linear operator, {(i} is a

(Where the expansion coefficients wj and ui are numbers), show that the equation in (a) says that wj = (iAjiui, and hence that w = Au, where w, A, and u are the representatives of w, Â, and u.

Fantastic news! We've Found the answer you've been seeking!

Step by Step Answer:

Related Book For  book-img-for-question

Quantum Chemistry

ISBN: 978-0321803450

7th edition

Authors: Ira N. Levine

Question Posted: