Drilled Hyperbolic Surface Bundles Over Graphs are CAT(0) Cubulable
Explore the geometric properties of drilled hyperbolic surface bundles over graphs in this research talk by Biswajit Nag from the Tata Institute of Fundamental Research. Delve into the concept of CAT(0) cubulability as applied to these mathematical structures. Learn about the intersection of geometric group theory, topology, and hyperbolic geometry. Gain insights into the techniques used to prove that these specific surface bundles possess CAT(0) cube complex structures. Understand the implications of this result for the study of 3-manifolds and their fundamental groups. Engage with cutting-edge research in the field of geometric group theory presented as part of the "Geometry in Groups" program at the International Centre for Theoretical Sciences.