Allan M. Krall
Abstract
We give only the highlights of these examples. That the polynomials are orthogonal is relatively easy, but showing that the differential operators, when restricted, remain self-adjoint is more difficult. We refer the interested reader to [3] and [4], for the details, which are quite complicated.
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We give only the highlights of these examples. That the polynomials are orthogonal is relatively easy, but showing that the differential operators, when restricted, remain self-adjoint is more difficult. We refer the interested reader to [3] and [4], for the details, which are quite complicated.
Key concepts: Laguerre polynomials, Orthogonal polynomials, Classical orthogonal polynomials, Mathematics, Legendre polynomials, Type (biology), Jacobi polynomials, Sobolev space