April 13, 2023
1:50PM - 2:50PM
Caldwell Lab 0115
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2023-04-13 13:50:00
2023-04-13 14:50:00
Homology growth, hyperbolization, and fibering
Title: Homology growth, hyperbolization, and fibering
Speaker: Kevin Schreve (Louisiana State University)
Abstract: I will talk about joint work with Grigori Avramidi and Boris Okun where we construct closed, aspherical 7-manifolds with word hyperbolic, special fundamental group that do not virtually fiber over the circle. The obstruction to fibering is linear F_p-homology growth in residual.towers of regular finite covers for an odd prime p. In previous work, we constructed locally CAT(0) examples, and I will describe what needs to be done to “hyperbolize” the construction.
Caldwell Lab 0115
OSU ASC Drupal 8
ascwebservices@osu.edu
America/New_York
public
Date Range
Add to Calendar
2023-04-13 13:50:00
2023-04-13 14:50:00
Homology growth, hyperbolization, and fibering
Title: Homology growth, hyperbolization, and fibering
Speaker: Kevin Schreve (Louisiana State University)
Abstract: I will talk about joint work with Grigori Avramidi and Boris Okun where we construct closed, aspherical 7-manifolds with word hyperbolic, special fundamental group that do not virtually fiber over the circle. The obstruction to fibering is linear F_p-homology growth in residual.towers of regular finite covers for an odd prime p. In previous work, we constructed locally CAT(0) examples, and I will describe what needs to be done to “hyperbolize” the construction.
Caldwell Lab 0115
Department of Mathematics
math@osu.edu
America/New_York
public
Title: Homology growth, hyperbolization, and fibering
Speaker: Kevin Schreve (Louisiana State University)
Abstract: I will talk about joint work with Grigori Avramidi and Boris Okun where we construct closed, aspherical 7-manifolds with word hyperbolic, special fundamental group that do not virtually fiber over the circle. The obstruction to fibering is linear F_p-homology growth in residual.towers of regular finite covers for an odd prime p. In previous work, we constructed locally CAT(0) examples, and I will describe what needs to be done to “hyperbolize” the construction.
