The Algebraic Combinatorics Seminar

Weber 223

A Potpourri of Projective 2-Designs Emily King Colorado State University   Zauner conjectured that for all $d$ there exists a set of $d^2$ equiangular vectors in $C^d$ (SICs or Gabor equiangular tight frames). Another important open problem concerns the existence of $d+1$ so-called mutually unbiased bases (MUBs) in $C^d$ (maximal sets of MUBs) for any […]

MS Defense of Kirk Bonney

Weber 201

Advisor:  Dr. Rachel Pries Committee:  Dr. Jamie Juul, Dr. Indrajit Ray Title:  GR-NTRU: Understanding the Security of Lattice-based Cryptosystems through Group Rings Originally conceived in 1996 by authors Hoffstein, Pipher, and Silverstein, the Nth-degree Truncated Ring Unit (NTRU) cryptosystem rivals common cryptosystems such as RSA in terms of speed and security. In pursuit of a […]

MS Defense of Leah Gibson

Mathematics faculty and graduate students are invited to attend the MS Defense of Leah Gibson. Date:  Friday, June 24, 2022 Time:  10:00 a.m. Location:       Weber 201 You may also attend via Zoom To Join visit: https://zoom.us/j/97337429216?pwd=eURITW8zVkxoZHJUMGtxbjdGejF6UT09 Meeting ID: 973 3742 9216 Passcode: 297533 Advisor:  Dr. Patrick Shipman Committee:  Dr. Emily King, Dr. […]

PhD Defense of Colin Roberts

Date:  Tuesday, June 28, 2022 Time:  9:00 a.m. Location:       Weber 201 You may also participate virtually. To Join visit: https://zoom.us/j/96875783998?pwd=d0NHcHBGTlAxRGErRmNMclU0NW02UT09 Meeting ID: 968 7578 3998 Passcode: 353726 Advisor:  Dr. Clayton Shonkwiler Committee:  Dr. Wolfgang Bangerth, Dr. Henry Adams, Dr. Jacob Roberts Title: Hodge and Gelfand Theory in Clifford Analysis and Tomography Abstract: […]

MS Defense of Aaron Lear

Mathematics faculty and graduate students are invited to attend the virtual MS Defense of Aaron Lear. Date:  Tuesday, June 28, 2022 Time:  11:00 a.m. To Join visit: https://zoom.us/j/95631356964?pwd=WTY4TmJ1Z2k2Z0NHN0dkaTVHVVVHQT09 Meeting ID: 956 3135 6964 Passcode: 318551 Advisor:  Dr. Anton Betten Committee:  Dr. Henry Adams, Dr. Aaron Nielsen Title: IMPRIMITIVELY GENERATED DESIGNS Abstract: Designs are a type […]

PhD Preliminary Examination for Daniel Vargas-Rosario

Mathematics faculty and graduate students are invited to attend the PhD Preliminary Examination of Daniel Vargas-Rosario. Date:  Wednesday, June 29, 2022 Time:  10:30 a.m. Zoom: https://us02web.zoom.us/j/84696106985?pwd=ZU1IMXBpenZ1cG1sSzZZRUc0U0JLQT09 Meeting ID: 846 9610 6985 Passcode: 338266 Advisor:  Dr. Henry Adams Committee:  Dr. Alexander Hulpke, Dr. Jeanne Duflot, Dr. Joel Bacon Title: A PhD Proposal:  Persistent Homology, Spectral Sequences, […]

Moduli and Enumeration Seminar

Weber 201

The Moduli and enumeration seminar (formerly MMARGS) is a weekly reading seminar organized by Maria Gillespie, Renzo Cavalieri and myself.  Participants take turns speaking on topics they find interesting, usually loosely connected to moduli spaces, algebraic curves, and counting problems in algebraic geometry.  If you are interested in attending, please let me know and I […]

Number Theory Lab

Weber 201

The Number Theory Lab will meet weekly on Thursdays at 1pm in Weber 201. Our first talk will be on Thursday, September 1. We will begin this semester with a series of talks “What is …?” introducing various topics in number theory at a beginning graduate student level. We especially encourage the incoming graduate students […]

Educ8’s First Meeting of the Semester!

Weber 15

Educ8's First Meeting of the Semester!   We’re a club for everything math education – math teaching practices, research, theory, and how to navigate a career in mathematics teaching and learning. At our first meeting, we'll do introductions and talk about the goals of the club this semester as well as do some math ed […]

FRAGMENT: Cohomologies of a p-group cover

Jedrzej Garnek will speak in Fragment: The main part of the talk will be from 3-3:50, then we will have a 10 minute break, then resume from 4-4:20 with more advanced material.

Combinatorics Seminar

Weber 117

An introduction to topological combinatorics The chromatic number of a graph is the number of vertex colors needed so that adjacent vertices have different colors. In 1955, Kneser made a conjecture about the chromatic number of a certain family of graphs (now called Kneser graphs). This conjecture remained unproven for 23 years until Lovász gave […]

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