Speaker: Francesco Sala (IPMU Tokyo)
Location: J11
Time: 2.00pm
Speaker: Paul Johnson (Sheffield)
Location: J11
Time: 12.00pm
Abstract: This will be a gentle, expository talk explaining some connections between the two objects in the title.
Speaker: Dhruv Ranganathan (Cambridge)
Location: J11
Time: 12.00pm
Speaker: Jenny August (MPIM Bonn)
Location: J11
Time: 12.00pm
Speaker: Pierrick Bousseau (ETH)
Location: J11
Time: 3.00pm
Abstract: I will explain how to construct quasimodular forms starting from Betti numbers of moduli spaces of dimension 1 coherent sheaves on P2. This gives a proof of some stringy predictions about the refined topological string theory of local P2 in the Nekrasov-Shatashvili limit. Partly based on work in progress with Honglu Fan, Shuai Guo, and Longting Wu.
Speaker: Nick Sheridan (Edinburgh)
Location: J11
Time: 12.00pm
Speaker: Noah Arbesfeld (Imperial College London)
Location: J11
Time: 12.00pm
Abstract: Tautological bundles on Hilbert schemes of points often enter into enumerative and physical computations.
Speaker: Ben Davison (Edinburgh)
Location: J11
Time: 12.00pm
Abstract: I will discuss the positivity for quantum theta functions, a result of joint work with Travis Mandel.
Speaker: Soheyla Feyzbakhsh (Imperial College London)
Location: J11
Time: 12.00pm
Abstract: A classical method to study Brill-Noether locus of higher rank semistable vector bundles on curves is to examine the stability of coherent systems.
Speaker: Dimitri Wyss (École Polytechnique Fédérale de Lausanne)
Location: J11
Time: 12.00pm
Speaker: Sira Gratz (Glasgow)
Location: J11
Time: 12.00pm
Speaker: Adeel Khan (Regensburg)
Location: LT-B
Time: 3.00pm
Abstract: I will discuss how various formalisms of intersection theory (Chow groups, K-theory, cobordism) can be extended to the setting of derived schemes and stacks. This gives a new approach to virtual phenomena such as the virtual fundamental class and virtual Riemann-Roch formulas.
Speaker: Alexandr Buryak (Leeds)
Location: J11
Time: 2.00pm
Abstract: The WDVV equations, also called the associativity equations, is a system of non-linear partial differential equations for one function that describes the local structure of a Frobenius manifold.
Speaker: Helge Ruddat (Mainz)
Location: J11
Time: 12.00pm
Speaker: William Mistegaard (IST Austria)
Location: F24
Time: 12.00pm
Speaker: Etienne Mann (Angers)
Location: F24
Time: 12.00pm
Speaker: Travis Mandel (Edinburgh)
Time: 3.30pm UK time
Online: ZOOM Meeting ID: 762 8025 8504, ask for password.
Speaker: Piotr Sulkowski (Warsaw)
Time: 2.00pm UK time
Speaker: Michel van Garrel (Warwick)
Time: 3.30pm UK time
Speaker: Giordano Cotti (Birmingham)
Time: 2.00pm UK time