3 problems
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Conjecture on the ideal and space boundaries of polygonal surfaces
Boundary correspondence conjecture. The correspondence between the ideal boundary and the space boundary of polygonal surfaces is the same as in Barbot surfaces.
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Generic conservativeness conjecture for periodic polygonal surfaces
Let be the standard cylinder, let be the obstacle obtained by rotating a fixed rectangular obstacle through angle , and let…
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The Gutkin dichotomy conjecture for arbitrary arithmetic polygonal surfaces
Let be an arithmetic polygonal surface, let denote its directional flow, and call a direction rational or irrational as defined via a square-tiled model o…