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1. Numerical solution of multiparameter spectral problems by high order finite different schemes

Author

Pierluigi Amodio and Giuseppina Settanni

Subjects
Set (abstract data type), Computer simulation, Approximations of π, Ordinary differential equation, Mathematical analysis, Finite difference, High order, Mathematics
Abstract

We report on the progress achieved in the numerical simulation of self-adjoint multiparameter spectral problems for ordinary differential equations. We describe how to obtain a discrete problem by means of High Order Finite Difference Schemes and discuss its numerical solution. Based on this approach, we also define a recursive algorithm to compute approximations of the parameters by means of the solution of a set of problems converging to the original one.

Published
2016

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