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Events

Corey Jones, Ohio State University, Fusion categories and their applications in mathematical physics

Fusion categories are rich mathematical structures generalizing the representation categories of finite groups. They arise in many areas of mathematics and physics. Most strikingly, they have emerged as models for particle-like excitations with exotic exchange statistics in low dimensional quantum field theories. We will provide an introduction to these ideas and discuss recent results on…

Peter McGrath, Univ. of Pennsylvania, Existence and Uniqueness Results for Minimal Surfaces

A hypersurface in a Riemannian manifold is called minimal if its mean curvature vanishes identically.  Minimal surfaces have fascinated mathematicians since the time of Euler, and tremendous progress has been made in understanding the structure of the space of embedded minimal surfaces in various ambient manifolds in the last 50 years.  After surveying the subject, I will…

JMM Reception

Denver, Colorado

The department will host a reception at the JMM in Denver on Friday January 17th, 6:00-8:00 pm, Capitol Ballroom 6, Hyatt. All alumni, friends, and participants in the Department of Mathematics programs at North Carolina State University are invited to attend and meet old friends, and to hear about recent events in the department. Hors…

Charles Puelz, Courant Institute, Computer models and numerical methods for mathematical cardiology

This talk will cover two approaches for modeling blood flow in the human body.  The first approach describes blood transport in elastic vessels and requires the numerical solution of a nonlinear hyperbolic system on branching vessel networks.  I will discuss some mathematical properties of these equations that seem to be useful for analysis of numerical schemes,…

Teemu Saksala, Rice University, Geometric Inverse Problems arising from Seismology

What can we tell about the interior structure of our planet, if we observe the travel time of a large number of earthquakes? This is the time it takes for a seismic wave to travel from the epicenter of the  earthquake to the seismic sensor. In the geometric literature, the boundary rigidity problem on a compact Riemannian manifold…

Math REU Panel

SAS 2102

Research Experience for Undergrad (REU) programs are summer jobs where you get paid to research. Panelists will discuss the application process, math research, where to find listings, and more.

Andrew Sageman-Furnas, Technical University of Berlin, Navigating the space of Chebyshev nets

SAS 1102

Many materials are built from a grid of flexible but nearly inextensible rods that behaves as a shell-like structure. Everyday examples range from fabrics made of 1000s of interwoven yarns; to kitchen strainers made of 100s of plastically deforming wires; to architectural gridshells or medical stents made of 10s of elastically deforming rods. In this…

Lauren Childs, Virginia Tech, Modeling the waning and boosting of immunity: A case study of pertussis in Sweden

Pertussis, commonly known as whooping cough, is caused by the bacterial pathogen Bordetella pertussis. Completely susceptible individuals experience severe disease, with the hallmark whooping cough, but those with partial immunity have milder, if any symptoms. Immunity following natural infection (or immunization) may wane, increasing susceptibility with time since exposure. In this talk, we begin by examining…

Lucas Castle, Developing Non-Calculus Service Courses that Showcase the Applicability of Mathematics

Students often take precalculus or college algebra as a terminal math course, leaving them with the impression that mathematics lacks real meaning. Due to the increasingly interdisciplinary nature of the mathematical sciences, we are well-poised to intervene and design inspiring general education courses that reveal the utility of mathematics. In this talk, I will share…

Ellie Dannenberg, An Introduction to Circle Packing

A circle packing is the mathematical name for a collection of circles. I am interested in circle packings with a fixed pattern of tangencies between the circles. Given a tangency pattern, one might ask questions like, "Can I find a circle packing with that tangency pattern?" and "How many such circle packings can I find?"…