List questions from optimization

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Is it right reasoning?

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Find transformation matrix between two noisy vector sets by optimization of loss function

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141

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Minimise $\tan^2 A + \tan^2 B + \tan^2 C$ given a relation

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45

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Is it possible to show the following or is it even true?

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161

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$\sum a=8$, $\sum ab=12$ where $a,b,c,d\in\mathbb{R}$. Find the maximum value of $d$.

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Lower Bound of Inner Product if norms are bounded

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289

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How to create a large, well-conditioned symmetric PD matrix?

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668

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Can someone explain how to do the change of variables in a linear programming problem?

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130

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Find $R$ such that the man covers shortest distance.

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211

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Maximum ratio of L^p norms

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709

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Solving Deconvolution using Conjugate Gradient

Published on 29 Mar 2026 - 20:48

200

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Maximize sum of exponentials with constraints to their constants

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48

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Existence of a unique root

Published on 24 Feb 2018 - 20:37

1.5k

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Proximal Operator of Summation of $ {L}_{1} $ Norm and $ {L}_{2, 1} $ Norm

Published on 06 Apr 2026 - 20:15

List Question

Convex Hull of the Union of Subgradients

Is it right reasoning?

Find transformation matrix between two noisy vector sets by optimization of loss function

Minimise $\tan^2 A + \tan^2 B + \tan^2 C$ given a relation

Is it possible to show the following or is it even true?

$\sum a=8$, $\sum ab=12$ where $a,b,c,d\in\mathbb{R}$. Find the maximum value of $d$.

Lower Bound of Inner Product if norms are bounded

How to create a large, well-conditioned symmetric PD matrix?

Can someone explain how to do the change of variables in a linear programming problem?

Find $R$ such that the man covers shortest distance.

Maximum ratio of L^p norms

Solving Deconvolution using Conjugate Gradient

Maximize sum of exponentials with constraints to their constants

Existence of a unique root

Proximal Operator of Summation of $ {L}_{1} $ Norm and $ {L}_{2, 1} $ Norm

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