List questions from calculus-of-variations

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Formal definition of virtual displacement

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Dependence of energy of solution of IVP on the initial condition

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Maximal entropy function of multiple random variables

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Variational form of 2nd order linear ODE

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Practical Question - How to Optimise Times over a Timeline

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Equivalent functional integral of ODEs

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Constrained variational calculus: find extremums of $\int_0^\infty ay(t)^2 + by'(t)^2 + f(t)y(t) \ \text{d}t$ subject to $0 \leq y(t)\leq k$

Published on 29 Mar 2026 - 19:14

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Texts about global minima in functionals

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Can we characterize functions, like exponentials, the gamma function, and tetration, as solutions of an optimization problem?

Published on 12 Apr 2026 - 10:52

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Extremals of $\int_0^\pi(y')^2dx$

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Can we apply fundamental lemma of calculus of variations

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Convergence in L^p for function multiplied for another function

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Why does the arclength functional take same form in rotated coordinate systems?

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Finding extremal for the functional $J(y)=\int_0^1y'\sqrt{1+(y'')^2}dx,$

Published on 27 Apr 2022 - 7:39

List Question

Sum of Squares Optimization of an Numerical Integral

Formal definition of virtual displacement

Dependence of energy of solution of IVP on the initial condition

Maximal entropy function of multiple random variables

Variational form of 2nd order linear ODE

Practical Question - How to Optimise Times over a Timeline

Equivalent functional integral of ODEs

Constrained variational calculus: find extremums of $\int_0^\infty ay(t)^2 + by'(t)^2 + f(t)y(t) \ \text{d}t$ subject to $0 \leq y(t)\leq k$

Texts about global minima in functionals

Can we characterize functions, like exponentials, the gamma function, and tetration, as solutions of an optimization problem?

Extremals of $\int_0^\pi(y')^2dx$

Can we apply fundamental lemma of calculus of variations

Convergence in L^p for function multiplied for another function

Why does the arclength functional take same form in rotated coordinate systems?

Finding extremal for the functional $J(y)=\int_0^1y'\sqrt{1+(y'')^2}dx,$

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