4 problems

0 votes0 replies2 views
Bidaut-Véron–Huidobro–Véron conjecture for the second critical range
Bidaut-Véron–Huidobro–Véron conjecture. Any solution $u$ must be constant in the second critical range.
Conjectureopenelliptic-pde laplace-equations liouville-theoremsarXiv posted 2 days ago
0 votes0 replies0 views
The conjecture on minimal monomial Togliatti systems and Laplace equations
The minimal monomial Togliatti conjecture. Every minimal monomial Togliatti system of degree $d$ satisfies precisely one Laplace equation of order $d-1$ .
Conjectureopenalgebraic-geometry laplace-equations togliatti-systemsarXiv posted 2 days ago
0 votes0 replies0 views
Strict decrease and convergence of the first singularity times for the nonlocal Dominative $p$ -Laplace discretization
Conjecture on the sequence $(t_n)$ . The sequence $(t_n)$ is strictly decreasing and satisfies
Conjectureopenlaplace-equations nonlocal-pde numerical-analysisarXiv posted 2 days ago
0 votes0 replies0 views
Ilardi's generalization of Togliatti's cubic monomial map
Let $I$ be generated by cubic monomials defining a basepoint-free map from $\mathbb{P}^r$ to projective space, and suppose its image is smooth. A map defined by cubic monomials to…
Conjectureopenlaplace-equations monomial-maps weak-lefschetz-propertyarXiv posted 2 days ago

Bidaut-Véron–Huidobro–Véron conjecture for the second critical range