Math 641-600 Fall 2010
Current Assignment
Assignment 8 - Due Wednesday, December 1.
- Read sections 3.4-3.6, 4.1.
- Do the following problems.
- Section 3.4: 1(a,b), 2
- Section 3.5: 1(b), 2(b)
- Section 3.6: 5
- Section 4.1: 4
- Let K be a compact, self-adjoint operator. Show that the only possible limit point of the set of eigenvalues {μj} of K is 0 i.e., μ ≠0 is never a limit point of the set of eigenvalues.
Updated 11/18/2010.