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Does $x^*\in \arg\max_x \mathbb E(f(\theta,x))$ imply $\mathbb E\left(\frac{\partial}{\partial x}f(\theta,x^*)\right)=0$?

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#probability #optimization #expected-value
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How to convert the following Quadratic optimization problem to a linear one?

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#optimization #integer-programming #discrete-optimization #binary-programming
129
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CPLEX candidate solutions ignore lazy constraints

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#optimization #linear-programming #constraints
166
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Lagrange multipliers (min and max with 2 constraints)

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#multivariable-calculus #optimization #lagrange-multiplier #maxima-minima #a.m.-g.m.-inequality
226
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Minimal divergence-free projection onto unit vector field

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#optimization #lagrange-multiplier #euler-lagrange-equation #variational-analysis
92
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Finding the root of an equation involving digamma functions

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#optimization #problem-solving
131
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Blackwell's Theorem

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#optimization #convex-optimization #contraction-operator
158
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Minimize value of the function $a^2+b^2+c^2+2\sqrt{3abc}$

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#inequality #optimization #maxima-minima #substitution #uvw
35
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Minimum of a function using framing rather than derivatives

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#algebra-precalculus #optimization #maxima-minima
141
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Warm start a simplex algorithm using a feasible solution

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#optimization #linear-programming #simplex
512
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Optimization for weighted quadratic cost function

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#optimization #convex-optimization #quadratics
111
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Inequality for optimization.

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#inequality #optimization #a.m.-g.m.-inequality #cauchy-schwarz-inequality
220
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Gradient descent methods

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#optimization #vector-analysis #nonlinear-optimization #descent
447
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Linearization of logical AND of binary & integer decision variables in the IF condition

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#optimization #linear-programming
27
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Is it possible to convert system of linear equations to transportation problem?

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#optimization

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