Sara Billey, Professor of Mathematics at University of Washington, Seattle, will visit campus on Tuesday, May 30, 2017 to deliver the spring 2017 AWM Student Chapter Distinguished Speaker Lectures.
Professor Billey will give a broadly accessible talk on Tuesday, May 30th, at 4:00 p.m. in Fenton 117. The title of this talk, which is suitable for undergraduates is, How math is being used to reconstruct DNA sequences from fragments.
Professor Billey will give a colloquium talk on Tuesday, May 30th. at 2:00 p.m. in Condon 360. The title of this research-level talk is Reduced words and a formula of MacDonald.
Elisabeta Marai, from the University of Illinois at Chicago’s Electronic Visualization Lab, will visit and give a broadly accessible talk, “Computer Graphics for Science,” at 5:15 pm on Wednesday, February 22, in Willamette 100. This is part of the Mathematics Department’s Distinguished Lectures for Students series. All are welcome, and undergraduates are especially encouraged to attend.
A poster with more details is available here: Poster
We invite all young students, who like math and share a passion for games, problem solving, and hands-on math activities, to come to our first math festival. This year we are able to offer free admission without prior registration. Please feel free to come and explore!
10:00 am – 1:00 pm, Saturday, February 18, 2017. Please see our poster for more details.
Monica Vazirani, Professor of Mathematics at University of California, Davis will visit campus on November 10th and 11th to deliver the fall 2016 AWM Student Chapter Distinguished Speaker Lectures.
Professor Vazirani will give a broadly accessible talk on Thursday, November 10th in Deady 106.
The title of this talk, which is suitable for undergraduates, is Applications of symmetry via the lemma that is not Burnside’s.
Professor Vazirani will give a colloquium talk on Friday, November 11th, at 4:00 pm in Deady 208. The title of this research-level talk, is Representations of the affine BMW algebra.
Jayadev Athreya – Director the Washington Experimental Mathematics Lab, Associate Professor of Mathematics at the University of Washington, and co-creator of the project Axiomatic that blends math and art – will visit and give a broadly accessible talk (as part of the Mathematics Department’s Distinguished Lectures for Students series) at 5:15 pm on Monday, November 14 in Straub 245. All are welcome, and undergraduates are especially encouraged to attend.
A poster with more details is available here:
AWM Distinguished Lecture Series
Cristina Ballantine, Professor of Mathematics at College of the Holy Cross, will visit campus January 21 – 22, 2016.
Thursday, Jan. 21st at 4pm in Deady 102
Title: Rolle’s Theorem for Polynomials over Finite Fields
Abstract: Rolle’s Theorem from calculus states that a differentiable function f that takes the same value at two different points must have a horizontal tangent line between them. As a consequence, between any two zeros of f there must be a zero of its derivative function f’.
Is this still true if f is a polynomial and the coefficients of f live in a world different from the real numbers? We will investigate what happens if this new world is a finite field (a finite set in which you can still perform operations similar to addition, subtraction, multiplication, and division).
No background beyond linear algebra is needed for this talk.
Friday, Jan. 22nd at 4pm in Deady 208
Title: Graphs and Number Theory
Abstract: Graphs are the mathematical models for networks. Expander graphs are well-connected yet sparse graphs. The expansion property of a regular or bi-regular graph is governed by the second largest eigenvalue of its adjacency matrix. Optimal expanders are called Ramanujan graphs. We will introduce the notion of primes for graphs and define the Ihara-Zeta function and the Riemann Hypothesis in the context of graphs. Graphs satisfying the Riemann Hypothesis are Ramanujan. We will use methods from the representation theory of p-adic groups to construct infinite families of (regular and bi-regular) Ramanujan graphs.
Tim Chartier (Davidson College) will present a lecture on January 11, 2016 in 207 Chapman Hall at 5:15-6:15 pm as part of the Distinguished Lecture Series for Undergraduates.
Title: Playing from a Laptop: Sports Analytics
Abstract: Sports analytics is a growing field. The larger field of data analytics is exploding as a field requiring skills in mathematics and computer science. What sports projects can be tackled as an undergraduate? This talk will discuss a variety of projects Dr. Tim Chartier of Davidson College has directed with his students, who have ranged from first years to seniors and include math and non-math majors. His projects have varied from helping the German National Basketball Team to his own college teams. He’s also aided the NBA, NASCAR, and ESPN. Learn how to play a sport — as a sports analyst!
Angélica Osorno, an Assistant Professor at Reed College, will visit campus on November 12 – 13, 2015. She will present two lectures, one suitable for undergraduates and the second a colloquium for faculty and graduate students.
Undergraduate Lecture on November 12th at 4 p.m. in Condon 301
Title: Why Should We Care About Category Theory
Abstract: One of the first mathematical concepts we learn as children is counting, and when we do so, we think of counting the number of elements in a specific set. Soon after, we forget about sets and we just consider the abstract numbers themselves. This abstraction simplifies many things, but it also makes us forget about some structure that we had when we were thinking about sets. That structure can be encoded by a category. In this talk we will describe certain concepts in category theory, and you will realize that in most of your mathematics classes you have been working with categories, you just didn’t know about it. There will be plenty of examples that will show that category theory provides a unifying language for mathematics, and that many constructions are more naturally understood when they are seen through the categorical lens.
Colloquium on November 13th at 4 p.m. in Deady 208
Title: Why Do Algebraic Topologists Care About Categories
Abstract: The study of category theory was started by Eilenberg and MacLane, in their effort to codify the axioms for homology. Category theory provides a language to express the different structures that we see in topology, and in most of mathematics. Categories also play another role in algebraic topology. Via the classifying space construction, topologists use categories to build spaces whose topology encodes the algebraic structure of the category. This construction is a fruitful way of producing important examples of spaces used in algebraic topology. In this talk we will describe how this process works, starting from classic examples and ending with some recent work.
A new fund, the Leahy Endowment Fund, has been created in honor of the long term department member, John Leahy, who passed away on January 29, 2015. The fund is “for the broad purpose of supporting mathematics graduate students” and it will remain open for contributions for about one year. Contributions should go to the UO Foundation “in memory of John Leahy.”