New posts in calculus-of-variations

Proof Nehari manifold of semilineal subcritical $-\Delta u = f(u)$ in $\Omega$ is not empty.

Inequality constraints in calculus of variations

Minimizing the energy in a ruler

Does the implicit function theorem imply Peano existence theorem

What is the functional derivative?

How to solve this variational problem related to the Couette Flow?

References on the Nash-Moser implicit function theorem

Supremum length of space curves contained in the open unit ball having always less than unity curvature

Curve enclosing the maximum area

Prove that a product of functions of bounded variation is a function of bounded variation

Calculus of variations: find $y(a/2)$ if $y(x)$ maximizes the volume of rotation

Are triangles the strongest shape?

Is there a geometric reason for why every map has a divergence-free Jacobian cofactor matrix?

Special version of Tonelli’s theorem

Explanation as to why we treat position and velocity as independent variables in the lagrangian?

Proof of fundamental lemma of calculus of variation.

Brachistochrone problem with floor restriction

Calculus of Variations and Lagrange Multipliers

How to measure time taken by object descending quadratic curve

Can there be a cubical bubble?