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DTSTART;TZID=America/New_York:20240322T150000
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SUMMARY:(LAVA) Elijah Appelson\, VC '23
DESCRIPTION:LAVA Talk on Data Activism with Elijah Appelson (VC ’23)\, ACLU.\nFriday\, March 22\, 2024 at 3PM in Rocky 310. \n \nAbout Elijah:\nElijah is a data analyst at the ACLU of Louisiana. His work focuses on gathering\, analyzing\, and visualizing data related to civil liberties (primarily criminal legal reform) throughout the state. He is deeply committed to using data to honor and amplify people’s lived experiences to make data accessible to all stakeholders. Elijah graduated from Vassar College in 2023 with a Degree in Mathematics (core/pure path). While at Vassar\, he undertook multiple positions at justice organizations\, including the Center for Community Alternatives\, Vera Institute of Justice\, and Court Watch of Dutchess County.
URL:https://pages.vassar.edu/mathstats/event/lava-elijah-appelson-vc-23/
LOCATION:Rockefeller Hall 310
CATEGORIES:LAVA
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DTSTART;TZID=America/New_York:20240322T180000
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SUMMARY:Math Jam 2024
DESCRIPTION:Math Jam on Friday\, March 22\, 2024 from 6-8PM in the Aula/Ely Hall.\nVassar Students – Sign-up with Dr. Lisa Lowrance to volunteer at this community outreach event!
URL:https://pages.vassar.edu/mathstats/event/math-jam/
LOCATION:The Aula
CATEGORIES:Community,Student
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DTSTART;TZID=America/New_York:20240326T150000
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DTSTAMP:20240318T162048Z
CREATED:20240316T135434Z
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SUMMARY:(Colloquium) Phanuel de Andrade Mariano 3/26
DESCRIPTION:  \n \nThe Hot Spots Problem \n\nPhanuel de Andrade Mariano\nUnion College\n\nTuesday\, March 26th\n3pm Rocky 312\n\nConsider a perfectly insulated 1-dimensional rod\, or a 2-dimensional plate\, or better yet\, a 3-dimensional room. Perfectly insulated means that heat cannot escape this room. The Hot Spots Problem asks about what happens to the location of the “hot spots” and “cold spots” of this insulated body over a long period of time. To understand this problem we will introduce the equation that describes the evolution of heat over time. Moreover\, we will discuss what is known (and not known) about this problem. We end the talk by discussing the connection between the Hot Spots Problem and Probability theory. In particular\, this connection will be through a theory of random particles called Brownian motion.
URL:https://pages.vassar.edu/mathstats/event/colloquium-phanuel-de-andrade-mariano-3-26/
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