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Irreducibility of periodic curves of cubic polynomials

ALGEBRAIC DYNAMICS

March 5, 2021      10:00 am
Speaker: Jan Kiwi - Pontificia Universidad Catolica de Chile

In the moduli space of one variable complex cubic polynomials with a marked critical point, given any $p \ge 1$, we prove that the loci formed by polynomials with the...
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Special Colloquium

COLLOQUIUMS

March 8, 2021      3:00 pm
Speaker: Melissa (Chiu-Chu) Liu - Columbia University

Title: Topological Recursion and Enumerative Geometry Abstract: Given a holomorphic curve in the complex 2-plane together with a suitably normalized symmetric meromorphic bilinear differential, the Chekhov-Eynard-Orantin Topological Recursion defines an infinite sequence of symmetric...
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Some Analysis Aspects in Subfactor Theory

MATHEMATICAL PICTURE LANGUAGE

March 9, 2021      10:00 am
Speaker: Sorin Popa - UCLA

One of the most fascinating aspects about non-commutative spaces (aka von Neumann algebras), is the way their building data, which is often geometric in nature, impacts on the properties of their...
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On extension of pluricanonical forms for Kaehler families

HARVARD-MIT ALGEBRAIC GEOMETRY

March 9, 2021      3:00 pm
Speaker: Mihai Paun - University of Bayreuth

We will report on a recent joint work with Junyan Cao, cf. arXiv:2012.05063. The main topics we will discuss are revolving around the extension of pluricanonical forms defined on the...
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TBD

NUMBER THEORY

March 10, 2021      3:00 pm
Speaker: Keerthi Madapusi Pera - Boston College

Zoom: https://harvard.zoom.us/j/99334398740 Password: The order of the permutation group on 9 elements.
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Special Colloquium

COLLOQUIUMS

March 16, 2021      3:00 pm
Speaker: Jian Ding - University of Pennsylvania, Wharton

Title: Recent progress on random field Ising model Abstract: Random field Ising model is a canonical example to study the effect of disorder on long range order. In 70's, Imry-Ma...
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TBD

NUMBER THEORY

March 17, 2021      3:00 pm
Speaker: Aaron Pollack - UCSD

Zoom: https://harvard.zoom.us/j/99334398740 Password: The order of the permutation group on 9 elements.
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