摘要
The object in this paper is to consider the problem of existence,uniqueness,explicil representation of(0, 2)-interpolation on the zeros of(1-x^2)P~_(n-1)(x)/x when n is odd,where P_(n-1)denotes Legendre polynomial of degree n-1,and the problem of convergence of interpolatory polynomials.
The object in this paper is to consider the problem of existence,uniqueness,explicil representation of(0, 2)-interpolation on the zeros of(1-x^2)P~_(n-1)(x)/x when n is odd,where P_(n-1)denotes Legendre polynomial of degree n-1,and the problem of convergence of interpolatory polynomials.
