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DTSTART;TZID=America/New_York:20260611T080000
DTEND;TZID=America/New_York:20260611T170000
DTSTAMP:20260611T121153
CREATED:20260406T131055Z
LAST-MODIFIED:20260406T131055Z
UID:10007972-1781164800-1781197200@umaine.edu
SUMMARY:The 2nd Northern New England Microbiome Symposium
DESCRIPTION:Whether we are interested in the way coastal wetlands sequester carbon\, how diet affects us differently\, or how public and environmental health are inextricably linked – research on the microbiome can reveal how systems connect. Join us to learn about how microbial communities impact ecosystems\, food production\, health\, and more; to hear from experts researching these issues in New England and beyond; and discuss the technology and data analysis which can boost your own research. \nRegistration is free\, but required as space is limited: https://docs.google.com/forms/d/e/1FAIpQLSd13dkOAexCfiElqTG8f7fygsmuYx3mubK_ZssYT6jmtUbRoQ/viewform?usp=header
URL:/calendar/event/the-2nd-northern-new-england-microbiome-symposium/
LOCATION:Buchanan Alumni House\, 2 Alumni Place\, Orono\, United States
CATEGORIES:Conferences & Workshops,Lectures & Seminars
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DTSTART;TZID=America/New_York:20260612T130000
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UID:10011859-1781269200-1781272200@umaine.edu
SUMMARY:Mathematics MA Thesis Defense: Aidan McEnaney
DESCRIPTION:Please join us on Friday for the thesis defense of Aidan McEnaney. \n\nAidan McEnaney\, MA Candidate\, 91±¬ÁÏ.  (Advisor: Tyrone Crisp)\nFriday\, June 12\, 2026. Mathematics MA Thesis Defense.\n1:00 – 1:50 pm\, 421 Neville Hall\n\nTitle:  COMBINATORIAL RECIPROCITY FOR EQUIVARIANT CHROMATIC\nPOLYNOMIALS \nAbstract: The chromatic polynomial of a graph counts the number of ways in which the graph can be colored\, with an input being the number of colors at hand. A combinatorial reciprocity theorem of Stanley’s tells us that evaluating the chromatic polynomial at -1 counts the number of acyclic orientations of the graph. Hanlon has proved an analogue of the aforementioned reciprocity theorem for the orbital chromatic polynomial\, which counts colorings that differ by a rotation or symmetry as the same. In this thesis we establish a reciprocity theorem for a new family of chromatic polynomials\, defined in terms of group representations\, that generalizes both the standard and the orbital chromatic polynomials.
URL:/calendar/event/mathematics-ma-thesis-defense-aidan-mcenaney/
LOCATION:421 Neville Hall
CATEGORIES:Lectures & Seminars
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