Gromov's generic-group conjecture for smooth actions
Gromov's generic-group conjecture for smooth actions
A random-group model is a probabilistic model producing finitely generated groups. Gromov's generic-group conjecture. There should exist a model for random groups in which a generic random group admits no smooth actions on compact manifolds. The conjecture concerns the expected scarcity of smooth actions among generic groups; the source gives no resolution.
Sources & referencesView supporting material
Primary source
David Fisher, “Groups acting on manifolds: around the Zimmer program”, arXiv:0809.4849 (2008).
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