Integral equation numerical solution with NDSolve
NDSolve[] is meant for differential equations, and there isn't a built-in function (yet) for solving integral equations. OTOH, solutions to an inhomogeneous Fredholm equation of the second …
Newest 'integral-equations' Questions - Mathematica Stack …
Jul 6, 2025 · Questions which deal with or solve for functions expressed in integral form, i.e., one or more unknown functions that appear under an integral sign.
Is there a syntax that allows Mathematica to solve integral …
Jan 4, 2023 · Is there syntax that causes Mathematica solve integral equations like the one below (I know that I can transform it to a differential equation. However, I would like to know if …
Numerical Solution of Integral Equation with Integration Boundary …
Oct 9, 2024 · I am new to integral equations and have so far looked at the numerous answers dealing with them here (e.g. this) and read up on Fredholm integral equations (in particular the …
How to solve this integral equation numerically?
Nov 13, 2023 · I am encountering difficulties while trying to numerically solve an equation in Mathematica that involves an unknown function and an integral. Specifically, the equation …
Solving a system of differential and integral equations in …
Nov 27, 2022 · All your equations are linear: the differential equations as well as the integral constraint. So you can just solve without regards to the integral equation, and then scale the …
special functions - Solve an integral equation numerically ...
Solve an integral equation numerically Ask Question Asked 13 years, 1 month ago Modified 5 years, 7 months ago
Solution of an integral equation - Mathematica Stack Exchange
Jul 6, 2023 · DSolve can solve some integral equations exactly in Mathematica, but unsurprisingly (given the non-linearity) it returns unevaluated on this one. Unfortunately, it does not appear …
Solving some integral equations - Mathematica Stack Exchange
Apr 14, 2020 · To solve a system of differential equations, you don't need Integrate. I think your eqns are equivalent to the delay differential equations deqns = D[eqns, t] Unfortunately these …
Trouble second-order ordinary differential equations with integral ...
Sep 18, 2019 · During the learning of differential equations, I encountered a very difficult problem, a second-order system of ordinary differential equations with integral terms.