Numerical integration for Muntz polynomial and Muntz logarithmic polynomial.

In this manuscript. a higher precision rule is constructed for the numerical evaluation Mui-Itz and Muntz legalithmic polynomials. Here the transformation have been taken from 0 1 13 5 1 to -1 5 10 5 1 by using monomial transformations. The mixed quadrature rule and the singularities are extracted by taking the linear combination two individual quadrature rules. The efficiency and accuracy of the present rule and error bound are fully tested on numerical problems. [ABSTRACT FROM AUTHOR]