Rational interpolatory quadrature formulas on the interval. KU Leuven
Integrals are ubiquitous in exact sciences; they are important to physicists, engineers in all disciplines, mathematicians and statisticians. Hence literature on numerical integration is very extensive. Most methods for numerical integration on an interval [a,b] are based on interpolatory quadrature formulas. These are numerical approximations based on polynomial interpolation and of a special form . If the function f has singularities close to ...