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OK, so I've been there before, Hilbert Space that is. You know, infinite dimensional function space. At least I thought I had, that is until I started reading A Hilbert Space Problem Book by Halmos. So operator theory, right.
What's are bilinear, sesquilinear, conjugate linear, ect. - functionals or forms?
What's a quadradic form?
Someone, anyone, please help me: I'm lost in Hilbert Space.
Edit:I understand inner product spaces, are these things definable in such terms?
What's are bilinear, sesquilinear, conjugate linear, ect. - functionals or forms?
What's a quadradic form?
Someone, anyone, please help me: I'm lost in Hilbert Space.
Edit:I understand inner product spaces, are these things definable in such terms?
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