Source: wikibot/rehuel-lobatto
= Rehuel Lobatto
{wiki=Rehuel_Lobatto}
Rehuel Lobatto is a numerical integration method, specifically a type of polynomial interpolation and quadrature rule used for approximating definite integrals. It is named after the mathematician José Rehuel Lobatto and is part of a family of methods that employ higher-degree polynomials to achieve more accurate approximations of integrals compared to simpler methods like the trapezoidal rule or Simpson's rule.