3-Manifold Groups and Fundamental Group Conjectures - Lecture 3

Overview

Explore the third lecture in a series on 3-manifold groups, delivered by Daniel Groves at the Workshop on Groups around 3-Manifolds. Delve into conjectured conditions suggesting when a group might be the fundamental group of a compact 3-manifold. Examine the Cannon Conjecture, its relative version, and Wall's conjecture on finitely generated PD(3) groups. Investigate the connections between these conjectures and learn about criteria that imply them in specific cases. This 57-minute talk, part of a broader workshop organized by the Centre de recherches mathématiques (CRM), offers valuable insights for researchers and students interested in geometric group theory and low-dimensional topology.

Syllabus

Daniel Groves: 3-manifold groups III

Taught by

Centre de recherches mathématiques - CRM

Reviews

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Taught by

3-Manifold Groups and the Cannon Conjecture - Part I

3-Manifold Groups and Fundamental Group Conjectures - Part II

Rank of 3-Manifold Groups - Lecture 3

Rank of 3-Manifold Groups - Lecture 2

Profinite Properties of Finite-Volume Hyperbolic 3-Manifold Groups

Detecting 3-Manifold Groups Among Circularly Ordered Groups

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