List questions from inverse-problems

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Inverse problem with 4D and 2D matrix

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alternating direction method of multipliers for nonlinear inverse problems?

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solving a simple inverse problem related to elliptic pde

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About Radon Transform

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Volterra equation for a Bessel type IVP that appears in inverse scattering

Published on 11 Sep 2014 - 12:49

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Find $J: S^2\rightarrow \mathbb{R}$, if given $I:S^2\rightarrow \mathbb{R}$, s.t. $I(\vec{a})=\int_{S^2}\vec{n}\cdot\vec{a} J(\vec{n}) ds$.

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Least squares problem equivalent to solving Poisson problem for graph embedding given edge lengths

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Inverse Matrix Methods to find Nash Equilibriums

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Range conditions on a linear operator

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How to calculate this matrix in component-form? (Undergrad)

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Phase retrieval via SDP (semidefinite program) of 2D test image (Matrix completion)

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Galois groups of quintics

Published on 07 Dec 2014 - 16:24

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How do I accurately find a point within a grid of 4 based on varying values?

Published on 15 Dec 2014 - 16:50

List Question

Fredholm Integral in Bayesian Appliation

Inverse problem with 4D and 2D matrix

alternating direction method of multipliers for nonlinear inverse problems?

solving a simple inverse problem related to elliptic pde

About Radon Transform

Volterra equation for a Bessel type IVP that appears in inverse scattering

Find $J: S^2\rightarrow \mathbb{R}$, if given $I:S^2\rightarrow \mathbb{R}$, s.t. $I(\vec{a})=\int_{S^2}\vec{n}\cdot\vec{a} J(\vec{n}) ds$.

Least squares problem equivalent to solving Poisson problem for graph embedding given edge lengths

A question about the article 'You can't hear the shape of a drum'

Inverse Matrix Methods to find Nash Equilibriums

Range conditions on a linear operator

How to calculate this matrix in component-form? (Undergrad)

Phase retrieval via SDP (semidefinite program) of 2D test image (Matrix completion)

Galois groups of quintics

How do I accurately find a point within a grid of 4 based on varying values?

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