Singularity Theory and Low Dimensional Topology Seminar2023 |
|---|
The seminars take place on
Tuesdays at 3:00 - 4:00 pm in the Tondo Room of the
Alfréd Rényi Institute of Mathematics.
See also
Algebraic Geometry and Differential Topology Seminar.
| February 7 | Seppo Niemi-Colvin | Knot lattice homotopy |
| February 14 | Maciej Borodzik | Link lattice homology |
| February 21 | Andy Wand | Stein fillable contact three-manifolds and non-positive open book decompositions |
| February 28 | Introductory short talks: | See below |
| February 28 | Eki Gartzia | Overview of Non-Archimedean Geometry and Igusa Zeta Functions |
| February 28 | Jiajun Yan | A New Gauge-Theoretic Construction of 4-Dimensional Hyperkahler ALE Spaces |
| February 28 | Tanushree Shah | Tight contact structures on Seifert fibered 3-manifolds |
| March 3 (Special Day and location! Friday, Great Lecture Hall!) | Introductory short talks: | See below |
| March 3 | Ananyo Dan | On the Drozd-Greuel-Kashuba conjecture |
| March 3 | Baldur Sigurddson | A vanishing polyhedron for plane curve singularities |
| March 3 | Ferit Ozturk | Real contact topology: involutions and contact structures |
| March 28 | - | No seminar (Singular workshop) |
| March 14 | Ian Zemke | Bordered perspectives on the link surgery formula |
| March 21 | - | No seminar (Focused week) |
| March 28 | - | No seminar (Low-dimensional workshop) |
| April 4 at 2pm (note the unusual time!) | Roman Krutowski | Combinatorial proof of the Maslov index formula in Heegaard Floer homology |
| April 18 | Boldizsár Kalmár | Constructing topologically flat disks with given boundary circles in 4-manifolds, part I |
| April 25 | Boldizsár Kalmár | Constructing topologically flat disks with given boundary circles in 4-manifolds, part II |
| May 2 | Boldizsár Kalmár | Constructing topologically flat disks with given boundary circles in 4-manifolds, part III |
| May 9 at 9:30am (note the unusual time!) | Vera Vértesi | A proof of the Giroux correspondence |
| May 16 | Marco Golla | Embedding (or not) rational balls in CP^2, part I |
| May 23 | Marco Golla | Embedding (or not) rational balls in CP^2, part II |
| May 30 | TBA | TBA |
| June 6 | TBA | TBA |
| June 13 | Clayton McDonald | TBA |