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Properties of Hermitian operators in complex vector spaces
They are inconsistent because the statement in the first post is incorrect. The correct relation to prove is the second.- MSUmath
- Post #4
- Forum: Advanced Physics Homework Help
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Properties of Hermitian operators in complex vector spaces
I should point out that the end of the above problem is to show that B\left|a\right\rangle = const. \left|a +\lambda\right\rangle- MSUmath
- Post #2
- Forum: Advanced Physics Homework Help
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Properties of Hermitian operators in complex vector spaces
Homework Statement Given a Hermitian operator A = \sum \left|a\right\rangle a \left\langle a\right| and B any operator (in general, not Hermitian) such that \left[A,B\right] = \lambdaB show that B\left|a\right\rangle = const. \left|a\right\rangle Homework Equations Basically those...- MSUmath
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- Complex Hermitian Operators Properties Vector Vector spaces
- Replies: 3
- Forum: Advanced Physics Homework Help