2 problems

Common-orbit conjecture for real polynomials under differential operators
Common-orbit conjecture. If $P_{1},P_{2}\in\mathcal{R}_{n}$ , then there exist differential operators $\Lambda_{1},\Lambda_{2}\in\mathcal{S}$ such that
opendifferential-operators hyperbolic-polynomials polynomial-orbits
0 responses
04
Leibman's connected orbit-closure conjecture for polynomial sequences
Leibman's conjecture. The orbit closure
opennilmanifolds polynomial-orbits topological-dynamics
0 responses
09