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An Introduction to Boundaries of Groups We introduce a generalization of parking functions in which cars are limited in their movement backwards and forwards by two nonnegative integer parameters k and ℓ, respectively. In this setting, there are n spots …
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Uncertainty Quantification for Geophysical Hazard Analysis Dr. Elaine Spiller Professor of Applied Math and Statistics Marquette University Geophysical flows — landslides, storm surge, tsunamis, volcanic flows, etc — pose a serious threat to nearby populations. Ideally, probabilistic hazard assessments combine … |
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Agentic Implementations of Modern Applications We’ll be hearing from Kolin Konjura, a Senior Solutions Engineer at Microsoft with a Bachelor of Science in Mathematics from UWM and a Master’s Degree in Mathematics. He will discuss how modern agentic systems are being implemented across industry applications, highlighting opportunities …
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Doing Anything You Want With Combinatorics Dr. Jennifer Elder Assistant Professor of Mathematics Missouri Western State University When Mathematical Reviews first launched as a journal in 1940, combinatorics was not listed as a research area. The Seven Bridges of Königsberg … |
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The Beautiful Interplay of Rotation Groups in Three Dimensions We'll explore the connections between the rotation Lie groups (SU(n) and SO(n)) in two and three dimensions. In doing so, we'll prove a remarkable theorem about the way that SU(2) and …
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Quasi-isometric Hyperbolic and Cusped Relatively Hyperbolic Groups are Symmetric Prof. Genevieve Walsh Professor of Mathematics Tufts University This talk will first describe hyperbolic groups and relatively hyperbolic group pairs, and give some key examples. We then delve into understanding when … |
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