⬆️ A Farey Tree Structure on a Family of Pseudo-Anosov Braids – Ethan Farber (Boston College)
⬆️ Seiberg-Witten Floer K-Theory and Cyclic Group Actions on Spin 4-Manifolds with Boundary – Ian Montague (Brandeis University)
⬆️ An Alexander Method for Infinite-Type Surfaces – Roberta Shapiro (Georgia Tech)
⬆️ Quandle Coloring and the Triple Point Number – Nicholas Cazet (UC Davis)
⬆️ Branch Groups – Brian Pinsky (Rutgers University)
⬆️ Hyperbolic 3-Manifold Groups and Finite Quotients – Tam Cheetham-West (Rice University)
⬆️ Rolling Balls on Hills – A Nice Reduction of the Yang-Mills Equation under Symmetry – Keshav Sutrave (Michigan State University)
⬆️ Blowing Up and Down with Knot Traces – Kai Nakamura (University of Texas at Austin)
⬆️ Milnor’s Invariants for Knots in Spherical 3-Manifolds – Ryan Stees (Indiana University Bloomington)
⬆️ Almost Complex Manifolds and Homotopy Complex Projective Spaces – Keith Mills (University of Maryland, College Park)
⬆️ Foam Evaluation and Legendrian Surfaces – Amit Kumar (Louisiana State University)
⬆️ Totally Geodesic Surfaces in Knot Complements with Small Crossing Number – Rebekah Palmer (Temple University)
⬆️ The Geometry of Big Mapping Classes – Yassin Chandran (CUNY Graduate Center)
⬆️ Legendrian Weaves and D-type Lagrangian Fillings – James Hughes (UC Davis)
⬆️ Sutured Decompositions and Detection Results for Knot Floer Homology – Fraser Binns (Boston College)
⬆️ Differential Cohomology and Virasoro Central Extensions – Leon Liu (Harvard University)
⬆️ Triple Knot Grid Diagrams – Sarah Blackwell (University of Georgia)