Main navigation
Mathematics Colloquium
Thursdays from 3:30 - 4:20 p.m.
113 MacLean Hall (MLH)
Upcoming Events
Mathematics Faculty Colloquium - Colleen Mitchell
FAST-SLOW ANALYSIS OF A MODEL FOR THE STIMULATION OF ENZYMATIC ACTIVITY BY A COMPETITIVE INHIBITOR
Competitive inhibitors can, paradoxically, stimulate an enzymatic reaction at low to moderate doses. Competitive inhibition of an enzyme occurs when an inhibitor binds to the enzyme’s binding site and blocks the enzyme’s target molecule from binding. We recently proposed a detailed but straightforward mass action model for competitive inhibition of phosphoglycerate kinase 1 (PGK1) by Terazosin (TZ)...
Mathematics Colloquium - J. Garrett Morris; University of Iowa Department of Computer Science
Title: Proofs and Programs
Abstract:
The Curry-Howard correspondence is one of (if not the) most significant foundational result in the study of programming languages and logics.
At its most fundamental, the Curry-Howard correspondence describes a deep connection between (predicative intuitionistic) logic with (simply-typed functional) programming: logical propositions are types, proofs of those propositions are functions inhabiting those types, and simplification of those proofs is evaluation of...
Special Lecture - Botong Wang; University of Wisconsin
Title: Volume inequalities and volume polynomials
Abstract: Many classical geometric inequalities, such as the isoperimetric inequality and the Loomis-Whitney inequality, can be understood and generalized using mixed volumes. In this talk, I will explain how these inequalities fit into a broader framework based on volume polynomials, which naturally relate mixed volume inequalities to intersection number inequalities in algebraic geometry. This perspective provides a unified approach to a wide...
Mathematics Colloquium - Botong Wang; University of Wisconsin
Title: Volume inequalities and volume polynomials
Abstract: Many classical geometric inequalities, such as the isoperimetric inequality and the Loomis-Whitney inequality, can be understood and generalized using mixed volumes. In this talk, I will explain how these inequalities fit into a broader framework based on volume polynomials, which naturally relate mixed volume inequalities to intersection number inequalities in algebraic geometry. This perspective provides a unified approach to a wide...