orthogonal polynomials and the recurrence relation
I've been wrestling with this for several days, but I can't crack it. I don't think it's supposed to be difficult though. I suspect I'm just missing something obvious.
be an inner product on the real vector space of polynomials, and consider the set
of monic orthogonal polynomials defined recursively by
Any help would be much appreciated!
Re: orthogonal polynomials and the recurrence relation
Just a guess but it could be a special polynomial such as Legendre, Chebshev, etc. Look into those, because I don't remember what they look like.