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Does this mean a new boundary condition for ODE and how to handle it?

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#ordinary-differential-equations #calculus-of-variations #boundary-value-problem
368
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test function and boundary condition

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#calculus-of-variations
65
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How to obtain the closed form solution to this nonlinear system of ODEs

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#ordinary-differential-equations #calculus-of-variations #boundary-value-problem
216
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Minimal surface with radially symmetrical function

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#riemannian-geometry #surfaces #calculus-of-variations #minimal-surfaces
499
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calculus of variations or optimize over function form

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#probability-theory #optimization #calculus-of-variations #information-theory
180
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Calculus of variation for geodesic

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#calculus-of-variations
227
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A tighter family of Markov-like inequalities

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#probability-theory #optimization #functional-equations #calculus-of-variations #functional-inequalities
370
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For a convex function, why does lower semicontinuity imply weak lower semicontinuity?

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#functional-analysis #convex-analysis #calculus-of-variations
579
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Ordinary differential equations as variational problems

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#ordinary-differential-equations #calculus-of-variations #implicit-differentiation
215
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Chain rule in partial derivatives

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#calculus #multivariable-calculus #partial-derivative #calculus-of-variations
2k
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Geodesics in Poincare Disk

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#calculus-of-variations #hyperbolic-geometry #geodesic
679
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How to calculate the variation of a matrix?

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#matrices #ordinary-differential-equations #calculus-of-variations
370
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Chain rule for variational derivatives and differentiation of an integral?

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#multivariable-calculus #calculus-of-variations
375
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An example of convergence to Young measures

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#real-analysis #functional-analysis #measure-theory #calculus-of-variations #weak-convergence
175
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Norm in finding local extrema for functional

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#functional-analysis #normed-spaces #calculus-of-variations

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