Seminars Sorted by Series

2019 Women and Mathematics

May
21
2019

2019 Women and Mathematics

Uniform Rectifiability via Perimeter Minimization
10:00am|Simonyi Hall 101

Abstract: Quantitative geometric measure theory has played a fundamental role in the development of harmonic analysis, potential theory and partial differential equations on non-smooth domains. In general the tools used in this area differ greatly...

May
21
2019

2019 Women and Mathematics

Ancient Solutions to Geometric Flows
11:00am|Simonyi Hall 101

Abstract: Some of the most important problems in geometric evolution partial differential equations are related to the understanding of singularities. This usually happens through a blow up procedure near the singularity which uses the scaling...

May
23
2019

2019 Women and Mathematics

Uniform Rectifiability via Perimeter Minimization
9:15am|Simonyi Hall 101

Abstract: Quantitative geometric measure theory has played a fundamental role in the development of harmonic analysis, potential theory and partial differential equations on non-smooth domains. In general the tools used in this area differ greatly...

May
23
2019

2019 Women and Mathematics

Ancient Solutions to Geometric Flows
11:30am|Simonyi Hall 101

Abstract: Some of the most important problems in geometric evolution partial differential equations are related to the understanding of singularities. This usually happens through a blow up procedure near the singularity which uses the scaling...

May
24
2019

2019 Women and Mathematics

Uniform Rectifiability via Perimeter Minimization
9:00am|Simonyi Hall 101

Abstract: Quantitative geometric measure theory has played a fundamental role in the development of harmonic analysis, potential theory and partial differential equations on non-smooth domains. In general the tools used in this area differ greatly...

May
24
2019

2019 Women and Mathematics

Ancient Solutions to Geometric Flows
10:15am|Simonyi Hall 101

Abstract: Some of the most important problems in geometric evolution partial differential equations are related to the understanding of singularities. This usually happens through a blow up procedure near the singularity which uses the scaling...

2021 Women and Mathematics

May
24
2021

2021 Women and Mathematics

Representation Theory & Combinatorics of the Symmetric Group and Related Structures
Monica Vazirani
11:00am|Virtual

With an eye toward coordinating with the advanced course, we will start with the representation theory of the symmetric group and related combinatorics. We will focus on the functors of induction and restriction. We will then consider related...

May
24
2021

2021 Women and Mathematics

Representation Theory & Categorification
12:15pm|Virtual

In modern representation theory we often study the category of modules over an algebra, in particular its intrinsic and combinatorial structures. Vice versa one can ask the question: which categories have a given combinatorics? This is the basic...

May
25
2021

2021 Women and Mathematics

Representation Theory & Combinatorics of the Symmetric Group and Related Structures
Monica Vazirani
11:00am|Virtual

With an eye toward coordinating with the advanced course, we will start with the representation theory of the symmetric group and related combinatorics. We will focus on the functors of induction and restriction. We will then consider related...

May
25
2021

2021 Women and Mathematics

Representation Theory & Categorification
12:15pm|Virtual

In modern representation theory we often study the category of modules over an algebra, in particular its intrinsic and combinatorial structures. Vice versa one can ask the question: which categories have a given combinatorics? This is the basic...

May
26
2021

2021 Women and Mathematics

Geometric Categorifications of the Hecke Algebra
Laura Rider
11:00am|Virtual

Abstract: In the first part of this talk, I'll explain a geometric categorification of the Hecke algebra in terms of perverse sheaves on the flag variety. In the second part, we'll study the affine Hecke algebra. In this case, there are two...

May
26
2021

2021 Women and Mathematics

Beyond Abstract Algebra
Chelsea Walton
2:30pm|Virtual

Abstract: This is a tale about my adventures of being trained as a Ring Theorist to now using Category Theory in my work. This is something that I certainly did not predict when I defended my thesis 10 years ago, but the best stories are...

May
27
2021

2021 Women and Mathematics

Representation Theory & Combinatorics of the Symmetric Group and Related Structures
Monica Vazirani
11:00am|Virtual

With an eye toward coordinating with the advanced course, we will start with the representation theory of the symmetric group and related combinatorics. We will focus on the functors of induction and restriction. We will then consider related...

May
27
2021

2021 Women and Mathematics

Representation Theory & Categorification
12:15pm|Virtual

In modern representation theory we often study the category of modules over an algebra, in particular its intrinsic and combinatorial structures. Vice versa one can ask the question: which categories have a given combinatorics? This is the basic...

May
28
2021

2021 Women and Mathematics

Representation Theory & Combinatorics of the Symmetric Group and Related Structures
Monica Vazirani
11:00am|Virtual

With an eye toward coordinating with the advanced course, we will start with the representation theory of the symmetric group and related combinatorics. We will focus on the functors of induction and restriction. We will then consider related...

May
28
2021

2021 Women and Mathematics

Representation Theory & Categorification
12:15pm|Virtual

In modern representation theory we often study the category of modules over an algebra, in particular its intrinsic and combinatorial structures. Vice versa one can ask the question: which categories have a given combinatorics? This is the basic...

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

May
23
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Colloquium: Learning Generalizable Visual Representations
Kate Saenko
11:45am|Simonyi 101 and Remote Access

In computer vision, generalization of neural representations is usually measured on i.i.d. data. This hides the fact that representations often struggle to generalize to non-i.i.d data and fail to overcome the biases inherent in visual datasets. I...

May
23
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Young Researcher Seminar
4:30pm|Simonyi Hall 101 and Remote Access

Melanie Weber, University of Oxford
4:30 pm - 4:50 pm
Title: Geometric Methods for Machine Learning and Optimization
Abstract: A key challenge in machine learning and optimization is the identification of geometric structure in high-dimensional data...

May
24
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Interpreting Deep Neural Networks towards Trustworthiness
Bin Yu
11:45am|Simonyi 101 and Remote Access

Recent deep learning models have achieved impressive predictive performance by learning complex functions of many variables, often at the cost of interpretability. This lecture first defines interpretable machine learning in general and introduces...

May
24
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Stop explaining black box machine learning models for high stakes decisions and use interpretable models instead
Cynthia Rudin
4:30pm|Wolfensohn Hall and Remote Access

Abstract:  With widespread use of machine learning, there have been serious societal consequences from using black box models for high-stakes decisions. Explanations for black box models are not reliable, and can be misleading. If we use...

May
24
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Young Researcher Seminar
7:00pm|Simonyi Hall 101 and Remote Access

Mirjeta Pasha, Arizona State University
7:00 pm - 7:20 pm
Title: On Deterministic and Statistical Methods for Large-scale Dynamic Inverse Problems
Abstract: Inverse problems are ubiquitous in many fields of science such as engineering, biology...

May
26
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Stochastic Gradient Descent: where optimization meets machine learning
11:45am|Simonyi 101 and Remote Access

Abstract: Stochastic Gradient Descent (SGD) is the de facto optimization algorithm for training neural networks in modern machine learning, thanks to its unique scalability to problem sizes where the data points, the number of data points, and the...

May
26
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Young Researcher Seminar
4:30pm|Simonyi Hall 101 and Remote Access

Alane Lima, Federal University of Parana
4:30 pm -4:50 pm
Title: Statistical Learning Theory and Sampling Algorithms for Complex Networks
Abstract: When dealing with problems in large scale graphs, using an exact algorithm may be inefficient in...

May
27
2022

2022 Program for Women and Mathematics: The Mathematics of Machine Learning

Young Researcher Seminar
11:45am|Simonyi Hall 101 and Remote Access

Jessica Gronsbell, University of Toronto
11:45 am - 12:05 pm 
Title: Statistical learning with high volume, high noise health data 
Abstract: In this talk, I will give a brief overview of my background and my path to statistics and machine learning...

2023 Program for Women and Mathematics

May
21
2023

2023 Program for Women and Mathematics

Patterns in Integers: dynamical and number theoretic approaches
9:00am

Uhlenbeck Lecture Course: Ergodic Ramsey Theory
Lecturer: Tamar Ziegler, IAS/Einstein Institute of Mathematics, Hebrew University

A famous theorem of Szemeredi from 1975 states that any subset of positive density in the integers contains...