2020 Jun 15

Combinatorics: Lior Gishboliner (TAU)

11:00am to 12:45pm

Zoom
2020 Jun 01

Combinatorics: Nathan Keller (BIU)

11:00am to 1:00pm

Location:

Zoom
Title:   Local tail inequalities, biased halfspaces, and noise sensitivity

ABSTRACT
2020 May 11

Combinatorics: Michael Krivelevich (TAU)

11:00am to 12:45pm

Location:

Zoom

Speaker: Michael Krivelevich, Tel Aviv University
Title: Embedding large minors in weak expanders and in sparse random graphs

ABSTRACT

A graph G on n vertices is called an alpha-expander if the external neighborhood of every vertex subset U of size |U|<=n/2 in G has size at least alpha*|U|.
2020 Jun 29

Combinatorics: Dan Hefez (Ariel)

11:00am to 1:00pm

In this talk we will study the so-called perturbed model which is a graph distribution of the form G \cup \mathbb{G}(n,p), where G is an n-vertex graph with edge-density at least d > 0, and d is independent of n.

We are interested in the threshold of the following anti-Ramsey property: every proper edge-colouring of G \cup \mathbb{G}(n,p) yields a rainbow copy of K_s. We have determined this threshold for every s.

Based on joint work with Elad Aigner-Horev, Oran Danon and Shoham Letzter.

2020 Jun 08

Combinatorics: Bannai Eiichi (Kyushu University)

11:00am to 12:45pm

Location:

Zoom

Speaker: Bannai Eiichi (Kyushu University)

Title:
On unitary t-designs

Abstract:

The purpose of design theory is for a given space $M$ to find good finite subsets $X$ of $M$ that approximate the whole space $M$ well. There are many design theories for various spaces $M$. If $M$ is the sphere $S^{n-1}$ then such $X$ are called spherical designs. If $M$ is the unitary group $U(d)$, then such $X$ are called unitary designs.
2020 May 18

Combinatorics: Tahl Nowik (BIU)

11:00am to 12:45pm

2020 May 10

ZOOM-IN מפגש התעניינות לתואר ראשון במתמטיקה

2:00pm to 3:00pm

Location:

Zoom

זום-אין אל העתיד....שלך!
בואו למפגשי מתעניינים באוניברסיטה העברית ותעשו זום-אין על כל מסלולי הלימוד, המרצים והאוניברסיטה. 10 – 11 במאי.
ההרשמה באתר

מפגש ההתעניינות ב-ZOOM לתואר ראשון במתמטיקה יהיה ב-10.5.2020 בשעה 14:00
נשמח לראותך!

2020 May 06

Logic Seminar - Timo Krisam

11:00am to 1:00pm

Location:

Zoom: Meeting ID: 959 8849 6874 , Password: 020269
Timo Krisam will speal about distal theories and the type decomposition theorem.
.
Title: Distal Theories and the Type Decomposition Theorem

Abstract: The class of NIP-Theories is an important subject of study in pure model theory. It contains many interesting examples like stable theories, o-minimal theories or algebraically closed valued fields.
2020 May 06

Set Theory E-Seminar: Alejandro Poveda (Universitat de Barcelona) - Sigma-Prikry forcings and their iterations

11:00am to 1:00pm

Location:

Zoom meeting ID 243-676-331
Joint E-seminar of Bar-Ilan University and the Hebrew University

Title: Sigma-Prikry forcings and their iterations
2020 May 04

Basic Set Theory E-seminar: Tzoor Plotnikov - Side conditions forcing of two types and the Proper Forcing Axiom.

11:00am to 1:00pm

Location:

Zoom meeting 995 0029 0990 . Password - 789132
2020 May 14

Basic Notions: Mike Hochman "Dimension of Bernoulli convolutions"

4:00pm to 5:15pm

Location:

Join Zoom Meeting https://huji.zoom.us/j/98768675115?pwd=WnZOZUpuVmpoNGkrYWQxanNVWkQzUT09,
Abstract: The Bernoulli convolution with parameter 1/2 < t < 1 is the distribution of the random variable (+/-)t + (+/-)t^2 + (+/-)t^3 + ..., where the sequence of signs +/- form an  unbiased i.i.d. random sequence. This distribution has been studied since the 1930s, and the main problem is to characterize those parameters t for which the distribution is absolutely continuous, or has full dimension. In these talks I will review the history and recent developments, leading up to P. Varju's proof a little over a year ago, that for all transcendental parameters the dimension is 1.
2020 May 07

Basic Notions: Mike Hochman "Dimension of Bernoulli convolutions"

4:00pm to 5:15pm

Location:

Join Zoom Meeting https://huji.zoom.us/j/98768675115?pwd=WnZOZUpuVmpoNGkrYWQxanNVWkQzUT09

Abstract: The Bernoulli convolution with parameter 1/2 < t < 1 is the distribution of the random variable (+/-)t + (+/-)t^2 + (+/-)t^3 + ..., where the sequence of signs +/- form an  unbiased i.i.d. random sequence. This distribution has been studied since the 1930s, and the main problem is to characterize those parameters t for which the distribution is absolutely continuous, or has full dimension. In these talks I will review the history and recent developments, leading up to P.