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Why the dimension of the objective space of Multi-objective optimization problems is usually lower than the design space?

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#optimization #nonlinear-optimization #nonlinear-analysis
90
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Linear Program is Surprisngly Infeasible - Trying to Write the Dual

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#optimization #convex-optimization #linear-programming #numerical-optimization
1.1k
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In an irregular grid comprised of squares, how might we find the most efficient way to remove squares such that there is no 2x2 square possible?

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#combinatorics #geometry #optimization
347
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Convert the following Riccati equation into an LMI

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#ordinary-differential-equations #optimization #linear-matrix-inequality
156
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Change of variables in QCLP

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#optimization #convex-optimization #change-of-variable #qclp #second-order-cone-programming
1.7k
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Find a permutation of the rows of a matrix that minimizes the sum of squared errors

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#optimization #permutations #discrete-optimization #procrustes-problem
799
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After reading the quadratic penalty method.i still don't understand what does it actually do,and the time of using it

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#optimization #convex-optimization
110
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Optimization: Absolut value function

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#optimization
60
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Projection of functions in $L^1(\Omega)$ onto a $1$-dimensional subspace.

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#real-analysis #functional-analysis #optimization #convex-analysis
106
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Is Maxima/Minima of Lagrange function same as Maxima/Minima of function under consideration?

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#optimization #lagrange-multiplier #maxima-minima
2.2k
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Lagrange multipliers example with sympy - all minima but one maxima.

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#optimization #lagrange-multiplier #constraints
31
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How many swaps in a set of size n will ensure that the set is shuffled reasonably well?

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#optimization #algorithms #random
37
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How to check whether f is a convex and find all stationary points

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#optimization
2.5k
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Projected gradient descent

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#optimization #gradient-descent
199
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Local Maximum Point; Global Maximum Point

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#multivariable-calculus #optimization #maxima-minima #multivalued-functions

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