2 problems

Matching

The $C^{1,b1}$ -rectifiability conjecture for the singular set
Let $\Sigma$ be the singular set of the anisotropic obstacle problem, and let $A$ be the coefficient matrix with ellipticity constants. $C^{1,\alpha}$ -rectifiability conjecture. Th…
openfree-boundary-regularity minimal-surfaces obstacle-problems
03
Long-time energy stabilization conjecture for hyperbolic obstacle problems
Let $s=1$ and consider an obstacle problem of the form of the wave equation with obstacle, with obstacle $g$ , and let $u$ be the weak solution obtained through the convex minimizat…
openobstacle-problems variational-methods wave-equations
08

The C1,b1C^{1,b1}C1,b1-rectifiability conjecture for the singular set