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Is every optimization problem with a piece-wise affine objective function the dual of some differentiable problem?

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#convex-optimization
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How to check if given polyhedron is empty

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#convex-optimization #linear-programming
62
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Find the edges of a polyhedron P.

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#optimization #convex-analysis #convex-optimization
651
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How can a second-order cone problem be expressed as a conic problem?

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#optimization #convex-optimization #second-order-cone-programming
53
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Example of convex subset (unbounded) with $\text {rec} (C) = {0}$

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#convex-analysis #convex-optimization
154
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A maximization problem within the simplex

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#optimization #convex-optimization #simplex
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Product of linear and convex function

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#convex-analysis #convex-optimization
750
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Is the normalized duality mapping symmetric?

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#functional-analysis #convex-analysis #convex-optimization #duality-theorems
2.2k
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How to project gradient vector to subspace defined by linear constraints

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#linear-algebra #optimization #convex-optimization #nonlinear-optimization
66
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Optimization of sum of logs

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#optimization #convex-optimization
114
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Under what hypotheses is a solution to the Lagrangian multiplier equations automatically a global minimum?

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#calculus #convex-optimization #lagrange-multiplier
1.3k
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Gradient of squared distance to a convex set

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#multivariable-calculus #convex-optimization
157
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tangent cone to the set

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#algebraic-geometry #optimization #convex-analysis #convex-optimization
1.5k
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How to compute primal variable based on dual variables and their multipliers

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#optimization #convex-optimization #duality-theorems #quadratic-programming
98
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How to prove $f(x_1,\ldots,x_n) = \sum x_i\ln x_i - (\sum x_i )\ln(\sum x_i)$ is convex on R++

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#optimization #convex-analysis #convex-optimization

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