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        "event_title":"Orbit transversality for abelian varieties",
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        "combined_title":"Orbit transversality for abelian varieties: Kaiwen Lu, Brown University",
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        "description":"The dynamical Mordell\u2013Lang problem asks how one forward orbit intersects a subvariety. We consider a complementary question over number fields, allowing passage to a suitable finite extension: can a proper Zariski-closed subset meet every rational grand orbit?\nAssuming a Zariski-dense forward orbit, Pasten and Silverman answered this question negatively for linear automorphisms of projective space and for self-morphisms of geometrically simple abelian varieties. We will see that the answer is no for every dominant self-morphism of an abelian variety, without the dense-orbit assumption. If time permits, we will also discuss the case of projective space.",
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        "tags":["Number Theory","Dynamics"],
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        "event_title":"Public Finance Seminar: Monday, September 21",
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        "event_subtitle":"Joyce Kim, University of Michigan",
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        "description":"--",
        "occurrence_notes":"For those not familiar with the academic and residential towers of North Quad, please refer to this link for wayfindng guidance: https:\/\/lsa.umich.edu\/content\/dam\/econ-assets\/Econdocs\/NQ%20Econ%20Department%20Directions.pdf",
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        "event_title":"Stockwell (2026-2027) (Housing)",
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        "date_end":"2026-09-21",
        "time_start":"16:00:00",
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        "time_zone":"America\/Detroit",
        "event_title":"The Cohomology of a Smooth Projective Toric Variety is a Permutation Representation",
        "occurrence_title":"",
        "combined_title":"The Cohomology of a Smooth Projective Toric Variety is a Permutation Representation: Rui Xiong",
        "event_subtitle":"Rui Xiong",
        "event_type":"Workshop \/ Seminar",
        "event_type_id":"21",
        "description":"Let a finite group act on a smooth projective toric variety via lattice automorphism. We show that its cohomology is a permutation representation: it is induced from a group action on a set. This answers a question of Stanley, for all smooth projective toric varieties, without the usual properness assumption. The proof uses ideas from mirror symmetry. Joint with Tao Gui, Chushi Qin, and Kaizhe Shen.",
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        "occurrence_title":"Chai ki Bethak \u2014 \u0686\u0627\u0626\u06d2 \u06a9\u06cc \u0628\u06cc\u0679\u06be\u06a9  (National Chai Day)",
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        "location_name":"Northwood Community Center MPR & Outdoor Patio (1000 McIntyre)",
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        "event_title":"Amplifying Access: Funding Solutions for Scholarship that Matters",
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        "event_title":"Maize & Blue Cupboard Volunteering",
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        "description":"Come help us during normal operating hours; as well as, unload our weekly Food Gatherers deliveries and stock our shelves!\u00a0If you are outside the U-M community, please reach out to maize.blue.cupboard@umich.edu to sign up.",
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