Mesh selection strategies of the code TOM for Boundary Value Problems

Abstract This paper presents new hybrid mesh selection strategies for boundary value problems implemented in the code TOM. Originally was proposed numerical solution of stiff or singularly perturbed problems. The has been now improved with introduction three classes strategies, that can be used different categories Numerical experiments show and, nonlinear case, strategy solving equations are determinant good behaviour a general purpose code. possibility to choose should considered all purposes codes make them suitable wider