Orthogonal PolynomialsPergamon Press, 1971 - 294 páginas Orthogonal Polynomials contains an up-to-date survey of the general theory of orthogonal polynomials. It deals. |
Otras ediciones - Ver todas
Términos y frases comunes
2π π absolutely continuous absolutely convergent arbitrary bounded variation Br(dx Chebyshev polynomials coefficients condition consequence convergence D(du D(dµ denote dx(t dx(x dµ(O dµ₁ e¹º eiº equal Erdős everywhere exists Fejér follows Fourier series function f(x furthermore holds uniformly hypotheses of Theorem implies In(x inequality infer integral interpolation Jacobi polynomials Lebesgue Legendre polynomials Lemma let x(x ln(x m-distribution m-distribution dz m-distribution function m₁ Math momentum problem nomials non-negative obtain orthogonal expansion orthogonal polynomials P₁(dx partial sums Pn(da Pn(dx Pn(x polynomial II(x polynomial of degree proof of Theorem quadrature formula relation Riesz S(dx satisfied sequence Stieltjes Stieltjes integrable Suppose Szegő Theorem 2.1 Tn(x uniform convergence uniformly with respect unit circle vanishes weight function yn(x zeros π π 一九