2 problems

Fujimoto's polynomial general-position conjecture for even integers
Fujimoto conjecture. These polynomials are in general position: any $m$ polynomials chosen from them are linearly independent over $\mathbb{C}$ . This conjecture is the algebraic in…
opengauss-maps minimal-surfaces total-positivity
0 responses
06
Flat point conjecture for complete minimal surfaces in Euclidean three-space
Flat point conjecture. If $X$ has at least one flat point, then its Gauss map omits at most $3$ values.
opendifferential-geometry gauss-maps minimal-surfaces
0 responses
05

Fujimoto's polynomial general-position conjecture for even integers