Events & Seminars

2018 Dec 10

NT & AG Lunch: Yakov Varshavsky "Introduction to algebraic stacks"

1:00pm to 2:00pm

Location: 

Faculty lounge, Math building
Abstract: The goal of this talk will be to explain what are algebraic stacks and why they naturally appear. If time permits, we will start discussing our main example of moduli spaces of vector bundles on a smooth projective curve. Key words: groupoids, Grothendieck topologies, etale and smooth morphisms of schemes, algebraic stacks.
2018 Nov 26

NT & AG Lunch: Sazzad Biswas "Local factors, and converse problems"

1:00pm to 2:00pm

Location: 

Faculty lounge, Math building
Title: Local (L-, \epsilon- and \gamma-) factors, and converse theorems. Abstract: Our first goal will be to define local (L-,\epsilon- and \gamma-) factors and to study their properties. These factors are needed to formulate the local Langlands correspondence for GL(n), which was outlined two weeks ago. We will do it first for supercuspidal representations of GL(n) and then for local Galois representations, that is, for representations of Gal(\bar{F}/F), where F is a local field.
2018 Nov 19

NT & AG Lunch: Sazzad Biswas "Local gamma factors, and converse problems"

1:00pm to 2:00pm

Location: 

Faculty lounge, Math building
Let F be a non-Archimedean local field. In the representation theory of GL_n(F), one of the basic problems is to characterize its irreducible representations up to isomorphism. There are many invariants (e.g., epsilon factors, L-functions, gamma factors, depth, etc) that we can attach to a representation of GL_n(F). Roughly, the local converse problem is to find the smallest subcollection of twisted local \gamma-factors which classifies the irreducible admissible representations of GL_n(F) up to isomorphism.
2019 Jan 14

NT & AG Lunch: Yakov Varshavsky "Moduli "spaces" of vector bundles on curves"

1:00pm to 2:00pm

Location: 

Faculty lounge, Math building
First we am going to recall first basic facts about vector bundles on smooth projective curves. Then we will talk about moduli "spaces" of vector bundles on curves. If time permits, we will also talk about related "spaces" like Hecke stacks and moduli "spaces" of shtukas. Key words: Riemann-Roth theorem for curves, vector bundles on curves, degree.
2019 Jan 15

Yeor Hafouta (HUJI) A local limit theorem for random dynamical systems.

2:15pm to 3:15pm

Location: 

Ross 70
Probabilistic limit theorems for (distance expanding and hyperbolic) dynamical systems is a well studied topic. In this talk I will present conditions guaranteeing that a local central limit theorem holds true for certain families of distance expanding random dynamical systems. If time permits, I will also discuss a version of the Berry-Esseen theorem. Joint work with Yuri Kifer.
2019 Jan 02

Logic Seminar - Itaï Ben Yaacov

11:00am to 1:00pm

Location: 

Ross 63
Randomisations, coheir sequences and NSOP1 [Joint with A Chernikov and N Ramsey] Recall that if T is a theory, then its Keisler randomisation, T^R, is the theory of spaces of random variables which take values in a model of T . It was show some time ago that if T has IP (e.g., simple unstable), then T^R has TP2, and in particular not simple. In Eilat I announced the following result [with Chernikov and Ramsey] : A. If T is NSOP1, then its randomisation T^R is NSOP1
2018 Nov 22

Basic Notions seminar : Zlil Sela - Basic conjectures and preliminary results in non-commutative algebraic geometry

4:00pm to 5:15pm

Location: 

Ross 70
Speaker: Zlil Sela
Title: Basic conjectures and preliminary results in non-commutative algebraic geometry

 Abstract: Algebraic geometry studies the structure of varieties over
 fields and commutative rings. Starting in the 1960's ring theorists
 (Cohn, Bergman and others) have tried to study the structure of varieties
 over some non-commutative rings (notably free associative algebras).

 The lack of unique factorization that they tackled and studied in detail,
2018 Nov 15

Basic Notions seminar : Zlil Sela - Basic conjectures and preliminary results in non-commutative algebraic geometry

4:00pm to 5:15pm

Location: 

Ross 70
Speaker: Zlil Sela
Title: Basic conjectures and preliminary results in non-commutative algebraic geometry

 Abstract: Algebraic geometry studies the structure of varieties over
 fields and commutative rings. Starting in the 1960's ring theorists
 (Cohn, Bergman and others) have tried to study the structure of varieties
 over some non-commutative rings (notably free associative algebras).

 The lack of unique factorization that they tackled and studied in detail,
 and the pathologies that they were aware of, prevented any attempt

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