The Mathematics and Computer Science Seminar topics range widely, but typically focus on original research, technical exposition, snapshots of working life, or teaching.
Seminar Schedule (Fall 2019  Spring 2020)Seminar attendees are invited to gather at 15 minutes prior to the talk to partake of light refreshments and to socialize. 

9/23, 2019 
Opportunities in Math, CS, and Physics David Latimer (physics), Jake Price (math), Adam Smith (CS), and Courtney Thatcher (math) University of Puget Sound4pm, Thompson 395
Are you interested in summer programs in math, CS, or physics but don’t know where to start? Would you like be more involved during the semester but don’t know what activities exist? Are you interested in graduate school but don’t know how to prepare? Do you wonder what jobs are available after you graduate? Come to the first talk of the semester and hear about opportunities in math, CS, and physics. There will be plenty of time for questions, too. 
10/14, 2019 
An Introduction to Configurations, kConfigurations, and Superconfigurations St. Martin’s University 4pm, Thompson 395
This presentation will begin by exploring the definition of a configuration of points and lines. That is, an arrangement of points so that: 1) no pair of points are on more than one line, 2) each point is on the same number of lines as any other, and 3) each line has the same number of points. We will then proceed to an investigation of what an extension to a "configuration" of points and planes 
11/4, 2019 
A Glimpse into Machine Learning at AWS 4pm, Thompson 395
What is it like to be a scientist at Amazon Web Services? In this talk I will share my experience at AWS through a wide variety of problems I have worked on, showing that there is more to working in machine learning than just neural networks. I will begin with a broad overview of the kinds of problems worked on by scientists all across AWS. Then, I’ll dive into three problems I worked on, personally. The first is the use of tensor decompositions to do topic modeling, a subfield of natural language processing. Second, is an anomaly detection algorithm based on using trees for density estimation. And third is using graphs and clustering to improve upon Knearest neighbors search. 
11/11, 2019 
Different difference quotients (Finite difference: from PDEs to computer vision) 4pm, Thompson 395
We have all learned derivatives and their difference quotient definition in differential calculus. Now with the help of computer algorithms, we can do a lot of cool things with them. In this talk, we will explore some of their applications, including simulating waves, detecting edges in a digital photo, and more. We will show a couple of examples of each application. 
2/3, 2020 
Bias in Algorithms and the Misuse of Big Data Sets 4pm, Thompson 395
The news abounds with stories about the uses of algorithms and Big Data. In this reporting, successes are widely publicized. However, discussion of bias and challenges is spotty at best. In many settings, it seems that policies and practices may assume that computing algorithms will be unbiased and objective, and results are not challenged.
And yet, a March 23, the subtitle of a 2019 story in the Wall Street Journal proclaimed, "Data scientists and civil rights groups are raising the alarm about bias in algorithms that determine everything from who goes to jail to how much your insurance will cost". Also, the subtitle of Cathy O'Neil's book, "Weapons of Math Destruction", highlights, "How Big Data increases inequality and threatens democracy."
This talk will review a range of issues and challenges in deployed computing systems and encourage all to consider the appropriate role of technology in the setting of both policies and practices. 
2/17, 2020 
Stable or unstable? What it means, why we care, and how we figure it out. 4pm, Thompson 395
Abstract: Differential equations are used to model situations where one dependent quantity changes as another independent quantity changes. When the independent variable is time, this is called a dynamical system. Equilibrium solutions of dynamical systems are solutions of the differential equation that stay put as time changes. An example of this is a pendulum in the resting position: the pendulum does not move as time goes on. This resting pendulum is an example of a stable equilibrium solution of the differential equation since if you poke it, the pendulum stays near the equilibrium solution. In this talk we will talk about the physical definition of stability, the mathematical definition of stability, and how they coincide. We will start by talking about equilibrium solutions of Ordinary Differential Equations and then talk a little bit about how it works for Partial Differential Equations. Most of this talk should be accessible to those who have taken Calculus. 
3/2, 2020 
Making Juggling Mathematical Eric Tou 4pm, Thompson 395
Abstract: Juggling has a long history, dating back over 3,000 years. During most of this long history, juggling was the avocation of entertainers and artists. Only in the 1980s was a method developed to keep track of different juggling patterns using a numerical code, now known as a siteswap. This numerical shorthand gives rise to a set of integerlike objects that can be analyzed using numbertheoretic techniques. We'll explore some key results in the mathematics of juggling and consider how to use analytic methods to approximate the number of "prime" juggling patterns of a certain type. 
4/13, 2020 
TBD 4pm, Thompson 395
