List questions from integral-equations

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Find a function that satisfies...

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Unique solution to an integral equation with expectations

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Methods of successive approximations for solving integral equations. Who was the first?

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Dealing with a (partial) integro-differential equation

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Solution of the Integral equation $ y(x)= f(x) + \int_{0}^x \sin(x-t)y(t) dt $

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Existence of point with prescribed value from given differential equation

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Have you ever seen this kind of "Logarithmic" Volterra integral equations?

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Derivative of a definite integral with respect to a function inside the integral.

Published on 09 Nov 2021 - 11:46

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Solving a Simple Integral Equation

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solution of a Fredholm equation of first kind

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eigenvalues and eigenfunctions for a nondegenerate $L^2$ kernel

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Solving for endpoints given by two integral equations

Published on 26 Nov 2021 - 3:06

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How to solve this equation:$\Phi(x,y,z)=x+\int_{\Omega(x,y,z)}\Phi(u,v,w)dudvdw$?

Published on 02 Dec 2021 - 12:51

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How to show the solution so this Fredholm integral is unique?

Published on 07 Dec 2021 - 15:10

List Question

Do you lose solutions when differentiating to solve an integral equation?

Find a function that satisfies...

Unique solution to an integral equation with expectations

Methods of successive approximations for solving integral equations. Who was the first?

Dealing with a (partial) integro-differential equation

Solution of the Integral equation $ y(x)= f(x) + \int_{0}^x \sin(x-t)y(t) dt $

Existence of point with prescribed value from given differential equation

Have you ever seen this kind of "Logarithmic" Volterra integral equations?

Derivative of a definite integral with respect to a function inside the integral.

Solving a Simple Integral Equation

solution of a Fredholm equation of first kind

eigenvalues and eigenfunctions for a nondegenerate $L^2$ kernel

Solving for endpoints given by two integral equations

How to solve this equation:$\Phi(x,y,z)=x+\int_{\Omega(x,y,z)}\Phi(u,v,w)dudvdw$?

How to show the solution so this Fredholm integral is unique?

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