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The best performing (theoretical complexity-wise) algorithm to solve this quadratic program

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#optimization #convex-optimization #numerical-optimization #quadratic-programming
361
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Nocedal & Wright — proof of theorem 3.7

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#optimization #asymptotics #numerical-optimization
164
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How can i run my bisection code in matlab what are error in my code?

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#numerical-methods #matlab #numerical-optimization #bisection
9.3k
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Expectation of gradient in stochastic gradient descent algorithm

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#probability #statistics #optimization #numerical-optimization #gradient-descent
243
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feasible directions at a particular point

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#optimization #numerical-optimization
1k
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Estimate the error of interpolation of function sinhx.

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#numerical-methods #numerical-optimization
164
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Numeric solution to summation with Hadamard product of vectors

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#linear-algebra #matrices #signal-processing #numerical-optimization #hadamard-product
1.1k
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Can the Dinkelbach method solve nonlinear fractional programming problems?

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#optimization #algorithms #nonlinear-optimization #numerical-optimization #constraint-programming
174
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Iteratively minimize $\|AX\|_F$ subject to equality and inequality constraints

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#optimization #convex-optimization #numerical-optimization #quadratic-programming
341
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Is there a name for this modified Newton method, and prove the convergence.

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#optimization #convex-optimization #nonlinear-optimization #numerical-optimization #newton-raphson
418
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Is it normal that Newton Conjugate gradient algorithm makes "jumps"?

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#optimization #numerical-optimization
767
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Convergence of gradient descent method with non Lipschitz gradient

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#convergence-divergence #optimization #numerical-methods #numerical-optimization #gradient-descent
74
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nomenclature question: nonconvex functions with only saddle points and global minima

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#functions #numerical-optimization
492
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Generalized gradient descent with constraints

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#optimization #numerical-methods #numerical-optimization #gradient-descent
1.1k
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The definition of a convex optimization problem

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#convex-analysis #convex-optimization #nonlinear-optimization #numerical-optimization

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