2 problems

Centralizer conjecture for uniquely ergodic Heisenberg nilflows
Let $H_3(\mathbb R)$ be the three-dimensional Heisenberg group, let $\Gamma< H_3(\mathbb R)$ be a cocompact lattice, and let … Let $\phi_{\mathbb R}$ be a uniquely ergodic, or Diop…
openFrom paperscentralizers dynamical-systems nilflows
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8
Geometric rigidity conjecture for Diophantine step-two nilflows
A nilflow is a flow generated by a one-parameter subgroup on a nilmanifold; a flow is geometrically rigid when continuous conjugacies within the relevant smooth class are smooth. C…
openFrom papersdynamical-systems nilflows smooth-rigidity
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6

Centralizer conjecture for uniquely ergodic Heisenberg nilflows