power series solutions to the legendre equation power series solutions to the legendre equation department of mathematics iit guwahati ra rks ma 102 2016 power series solutions to the legendre ...
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...Power series solutions to the legendre equation department of mathematics iit guwahati ra rks ma x y xy where is any real constant called s when z has polynomial polynomials in fact these are same that encountered earlier connection with gram schmidt process eqn can be rewritten as which form t f pf p and note nonzero eigenfunctions corresponding eigenvalue since symmetric respect inner product g dx thus belonging distinct eigenvalues orthogonal solution for put q if xn both have n expansions open interval seek a xa...