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DTSTAMP:20240130T121550
DTSTART;TZID=America/Detroit:20250423T110000
DTEND;TZID=America/Detroit:20250423T170000
SUMMARY:Exhibition:A Gathering
DESCRIPTION:Welcome. Make Yourself At Home.\n \nA Gathering brings together the newest works of art to enter UMMA’s collection — many on display here for the first time. \n \nAs a free\, public museum\, UMMA staff takes care of art for the benefit of the community and society at large. The works on view in this exhibition\, all brought into the Museum between 2019 and the present\, shows how institutions like UMMA are becoming more permeable to societal challenges\, and more nimble in responding to them in service to all in their communities. In this exhibition you will find works that reflect on how global migrations\, race\, gender\, and ecological change shape the way we engage with the world and inform our visions for the future.\n \nThis collection of artistic engagements with issues give us tools to envision who we want to be as individuals\, as a museum\, and as a society\, connected to one another across space and experience.\n \nSo gather here to take in these latest works of art brought here for you. Gather here to be engulfed in their forms and meanings\, to discuss their takes\, to learn\, to disagree. Gather to relax\, make a friend\, drink a coffee\, finish the daily Wordle. Gather to feel full\, to be moved and inspired by all the possible imaginations of what is yet to come.\n \nCurated by Félix Zamora Gómez Irving Stenn\, Jr. Fellow in Public Humanities & Museum Pedagogy\n\nLead support for this exhibition is provided by Lizzie and Jonathan Tisch\, the Richard and Rosann Noel Endowment\, and the University of Michigan Office of the Provost.\n 
UID:107870-21818098@events.umich.edu
URL:https://events.umich.edu/event/107870
CLASS:PUBLIC
STATUS:CONFIRMED
CATEGORIES:Art,UMMA,Staff,Museum,Humanities,Exhibition,Free
LOCATION:Museum of Art - Lizzie and Jonathan Tisch Apse
CONTACT:
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DTSTAMP:20250410T091123
DTSTART;TZID=America/Detroit:20250423T110000
DTEND;TZID=America/Detroit:20250423T130000
SUMMARY:Presentation:Dissertation Defense: Hodge Theoretic Singularities and Hodge Theoretic Aspects of Toric Varieties
DESCRIPTION:Abstract:\n\nDu Bois and rational singularities are two classes of singularities that show up in some of the most fundamental topics in algebraic geometry\, such as the Minimal Model Program\, and moduli theory. Over the last few years\, there has been a lot of interest in their natural higher analogues\, called k-Du Bois and k-rational singularities. These singularities have been extensively studied in the case of local complete intersection (lci) varieties but not much is known outside the lci case. In this thesis\, we prove some of the first results in this field beyond the lci setting\, with the main theorem being a higher analogue of a classical result of Kovács\, i.e. we prove that the class of varieties with k-Du Bois singularities contains the class of varieties with k-rational singularities\, which extends prior results of Mustaţă-Popa and Friedman-Laza in the lci setting.\n\nThe second part of the thesis concerns toric varieties\, which are a well studied class of algebraic varieties admitting alternate descriptions in terms of convex geometric objects in \mathbb{R}^n. We prove new local vanishing results on toric varieties and build on the techniques therein to give a precise formula relating the graded de Rham complex of the intersection cohomology Hodge module \IC^H_X to the stalks of the intersection cohomology perverse sheaf \IC_X\, when X is a toric variety.
UID:134849-21875343@events.umich.edu
URL:https://events.umich.edu/event/134849
CLASS:PUBLIC
STATUS:CONFIRMED
CATEGORIES:Dissertation,Graduate,Graduate Students,Mathematics
LOCATION:East Hall - B844
CONTACT:
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