Calendar of Events
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Pi Mu Epsilon Undergraduate Talk – Thomas Mark, University of Virginia
Pi Mu Epsilon Undergraduate Talk – Thomas Mark, University of Virginia
Polynomial Convexity and a Nonlinear Triangle Inequality Abstract: A subset of the plane is called convex if the line segment joining any two of its points also lies in the set. The “convex hull” of a set is the smallest convex set containing the given one. I’ll describe how convexity can be interpreted in terms of
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WiSE Friday Night Opening Reception
WiSE Friday Night Opening Reception
To welcome our attendees to the WiSE Symposium 2017 we will be hosting our opening reception at the prestigious Paul W. Bryant Museum. This FREE event will include an exclusive tour of the Bryant Museum, networking, entertainment, and an University of Alabama VIP Round Table Discussion. The University of Alabama WiSE 2017 Symposium is an
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Women in Stem Experience Conference (WiSE)
Women in Stem Experience Conference (WiSE)
The University of Alabama presents the 2017 Women in STEM Experience Symposium, March 4, 2017 Empowering You: The Future of WiSE Dr. Mae C. Jemison, the first African-American woman to go to space, will present the keynote address. The 2017 WiSE Symposium is hosted by the University's Office for Academic Affairs, the College of Arts and
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Colloquium – Benjamin Seibold, Temple University
Title: Phantom Traffic Jams, Autonomous Vehicles, and the Future of Traffic Modelling Abstract: Initially homogeneous vehicular traffic flow can become inhomogeneous even in the absence of obstacles. In this "phantom traffic jam'' phenomenon, small perturbations grow into traffic waves, called “jamitons”. Via the mathematical analysis of traffic models, we demonstrate that phantom jams can arise from
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Analysis Seminar – Oscar Guzman, Departamento de Matematicas, Universidad Nacional de Colombia, Bogota, Colombia
Analysis Seminar – Oscar Guzman, Departamento de Matematicas, Universidad Nacional de Colombia, Bogota, Colombia
VARIABLE EXPONENT BOUNDED VARIATION SPACES IN THE RIESZ SENSE Abstract This talk introduces Variable Exponent Bounded Variation Spaces in the Riesz Sense. We prove some embedding results and present a Riesz representation lemma in our setting . Also it shows an application of the latter result by characterizing the global Lipschitz Nemytskii operator on the newly introduced spaces