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Can SVD help to solve (inequality) constrained least squares problem?

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#optimization #numerical-methods #convex-optimization #numerical-linear-algebra #nonlinear-optimization
353
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Minimizing a convex cost function

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#optimization #numerical-methods #convex-analysis #nonlinear-optimization
482
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Prove that $(x-1)(y-1)(z-1)\geq 8$.

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#inequality #optimization
1.7k
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Maximizing minimum distance between points placed in a polygon

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#optimization #convex-optimization #packing-problem
98
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Calculating the maximum of a function

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#probability-theory #probability-distributions #optimization #calculus-of-variations
2.6k
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Linear Programming and differentiation, why can't we differentiate to find the optimum solution?

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#derivatives #optimization #linear-programming
337
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How can I show that two objective functions are the same?

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#optimization #convex-optimization
66
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Minimization Problem in Matlab regarding vector equation

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#optimization #matlab
569
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Can a function be shown positive without derivative?

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#optimization
2.4k
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Why is Dantzig's solution to the knapsack problem only approximate

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#combinatorics #optimization #computational-complexity #np-complete
58
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Understanding the shape of $\phi''(x)=F(\phi(x))$

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#optimization #symmetry #differential
8.5k
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$f$ is convex function iff Hessian matrix is nonnegative-definite.

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#real-analysis #optimization #convex-analysis #hessian-matrix #positive-semidefinite
48
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Optimization Problem, am I doing this properly?

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#calculus #optimization
74
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Minimizing $\int_0^1\left\lvert -x + e^\varphi\right\rvert d\varphi$

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#integration #optimization #numerical-methods
559
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Minimax approximation of $\sqrt{x^2+1}$ on $[0,1]$

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#optimization #numerical-methods

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