List questions from variational-analysis

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How to take derivative of integral of function?

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Neumann problem with zero average sobolev space

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Minimum expected value over all probability functions

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How is the Lagrangian function homogeneous in the velocities?

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How to treat an equation of the form $-\Delta u=G\cdot \nabla u+f(u) ?$

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Does functional satisfies Palais-Smale condition?

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Weak derivative of $u(x)=|x|$ not belong in $W^{1,p}(-1,1)$

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With the solution of the Euler-Lagrange equation prove the following equation

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Determining a variational formulation of $u^{(4)} = f$ with $3$-rd order BC.

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Courant (1943) and History of Finite Element Method

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Why is the epigraph of Moreau-Yosida Regularization a projection of a convex set?

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The explicit expression of $\frac{δF}{δP}$

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Using Hamilton's principle to derive Newton's equations of motion in parabolic coordinates

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Interior solution of a Variational Inequality in Hilbert Space

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List Question

Optimization in Banach space: Find functions that minimize the supremum of a convex operator.

How to take derivative of integral of function?

Neumann problem with zero average sobolev space

Minimum expected value over all probability functions

How is the Lagrangian function homogeneous in the velocities?

How to treat an equation of the form $-\Delta u=G\cdot \nabla u+f(u) ?$

Does functional satisfies Palais-Smale condition?

Weak derivative of $u(x)=|x|$ not belong in $W^{1,p}(-1,1)$

With the solution of the Euler-Lagrange equation prove the following equation

Determining a variational formulation of $u^{(4)} = f$ with $3$-rd order BC.

Courant (1943) and History of Finite Element Method

Why is the epigraph of Moreau-Yosida Regularization a projection of a convex set?

The explicit expression of $\frac{δF}{δP}$

Using Hamilton's principle to derive Newton's equations of motion in parabolic coordinates

Interior solution of a Variational Inequality in Hilbert Space

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