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Finding approximate largest common divisor for sets of real numbers.

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#number-theory #soft-question #nonlinear-optimization #numerical-optimization
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Which algorithm considered to be the accelerated version of stochastic gradient descent?

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#reference-request #optimization #convex-optimization #nonlinear-optimization #numerical-optimization
75
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How to show $f(x) = f(y) + \int\limits_0^1 \nabla f(y + t(x-y))^T(x-y)dt$?

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#optimization #proof-explanation #convex-optimization #nonlinear-optimization #numerical-optimization
644
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Matlab - Secant method - maximum iterations

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#convergence-divergence #numerical-methods #matlab #numerical-optimization
29
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Improved Gradient Algorithm

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#algorithms #vector-analysis #numerical-optimization #gradient-descent
909
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Adaptive step size Runge Kutta: getting a specific value

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#integration #numerical-methods #numerical-optimization #runge-kutta-methods
606
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Non Euclidean Gradient Descent

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#convex-optimization #lipschitz-functions #numerical-optimization #gradient-descent
289
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How to create a large, well-conditioned symmetric PD matrix?

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#matrices #optimization #numerical-methods #numerical-linear-algebra #numerical-optimization
2.1k
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Operation cost of a lower triangular matrix

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#numerical-methods #numerical-linear-algebra #numerical-optimization
49
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Linear least squares subject to non-linear inequalities

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#linear-algebra #inequality #optimization #nonlinear-optimization #numerical-optimization
153
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Minimizing the size of a cylinder sliding in a tube

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#geometry #differential-geometry #optimization #calculus-of-variations #numerical-optimization
417
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Explanation of strict feasibility requirement for interior-point methods

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#optimization #numerical-methods #convex-optimization #numerical-optimization
74
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Transformation of probability distribution under optimization

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#probability-theory #reference-request #convex-optimization #statistical-inference #numerical-optimization
6.9k
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Can a linear program have strict inequalities?

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#optimization #linear-programming #numerical-optimization
121
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Can Gauss-Newton algorithm give better optimization performances than Newton algorithm?

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#nonlinear-optimization #numerical-optimization #sums-of-squares #newton-raphson #robotics

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