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Optimization - If the sum of objective functions are similar, will sum of argmax's be similar

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#real-analysis #optimization #convex-optimization #discrete-optimization #constraints
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Find all local maxima and minima of $x^2+y^2$ subject to the constraint $x^2+2y=6$. Does $x^2+y^2$ have a global max/min on the same constraint?

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#optimization #maxima-minima #constraints #qcqp
393
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Constrained eigenvalue problem

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#linear-algebra #eigenvalues-eigenvectors #constraints
358
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Constrained optimization where the choice is a function over an interval

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#functions #optimization #constraints #karush-kuhn-tucker
270
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MILP constraints with truth table

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#optimization #linear-programming #integer-programming #constraints #mixed-integer-programming
187
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Convexify this optimization problem with one nonlinear (bilinear) constraint

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#convex-analysis #convex-optimization #nonlinear-optimization #constraints
611
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Second-order cone constraints

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#convex-optimization #constraints #convex-cone
59
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Matching position and rotation of moving target.

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#derivatives #control-theory #constraints
200
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Existence of global minimum $f(x,y,z) = x + y + z$ under the constraint $x^2+xy+2y^2-z=1$

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#optimization #compactness #constraints
181
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Constrained Optimization: Lagrange Multipliers

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#optimization #lagrange-multiplier #constraints
128
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How to apply Newton's method to solve for a root of a function that is not everywhere defined?

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#nonlinear-system #constraints #newton-raphson
45
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how to solve the following non-linear fitting problem?

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#regression #nonlinear-optimization #constraints #regression-analysis #nonlinear-analysis
205
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How to handle equality constraints in this problem?

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#optimization #convex-optimization #constraints #qcqp
137
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Is this convexification of non-convex constraint correct?

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#convex-optimization #constraints
326
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Equivalent Optimization Problems (another)

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#optimization #lagrange-multiplier #constraints

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