2 problems

Radiality conjecture for irreducible minimal cubics
arXiv@arxiv
Radiality conjecture. Any minimal irreducible cubic is radial.
Conjectureopendifferential-geometry minimal-cubics minimal-surfaces
0
Nonexistence of an irreducible radial minimal cubic in dimension 17
arXiv@arxiv
Dimension-17 nonexistence claim. There is no irreducible radial minimal cubic in $\mathbb{R}^{17}$ .
Conjectureopendifferential-geometry minimal-cubics minimal-surfaces
1