VFIE_toolbox Approximation of the solution of second-kind Volterra-Fredholm integral equations
Authors: L. Fermo, D. Mezzanotte, and D. Occorsio.

This set of functions allows the computation of the solution of Volterra-Fredholm integral equations of the second-kind. The functions were developed in Matlab and implement the methods described in the paper:

-L. Fermo, D. Mezzanotte, and D. Occorsio.
A Global method for solving second-kind Volterra-Fredholm integral equations.
BIT Numerical Mathematics, 65 article number 18, 2025


Last updated: January 16, 2025.

AG_Lagrange Computation of the anti-Gauss Lagrange polynomial on the real semi-axis.
Authors: L. Fermo and D. Occorsio.

This MATLAB package computes two truncated Lagrange polynomials. The first one is based on the zeros of the Laguerre polynomial. The other one is a modified polynomial essentially based on the zeros of the anti-Gauss Laguerre polynomial.

-L. Fermo and D. Occorsio.
Anti-Gauss Laguerre polynomials:some properties and a new interpolation process.
Submitted.


Last updated: July 16, 2025.