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        "event_title":"Study Abroad Info Session: GCC South Africa - Global STEM Leadership",
        "occurrence_title":"Group Advising Session: GCC South Africa - Global STEM Leadership",
        "combined_title":"Study Abroad Info Session: GCC South Africa - Global STEM Leadership: Group Advising Session: GCC South Africa - Global STEM Leadership",
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        "event_type_id":"21",
        "description":"IMPORTANT NOTE: Participants must be in the LSA Women in Science and Engineering Residence Program (WISE RP)\r\nGlobal Course Connections (GCCs) offer a unique opportunity to take what students learn on campus at U-M during the winter semester and apply it abroad in a fun and exciting hands-on class taught by a U-M professor during a 3-week, off-campus field experience that takes place during the following summer.\r\nJoin your CGIS Advisor to learn more about this GCC opportunity in South Africa, the application process, and the courses.\nFriday, September 15, 4-5 pm (Info Session)\r\nFriday, October 20, 4-5 pm (Info Session)\r\nMonday, December 4, 4-5 pm (Group Advising)\r\nApplication Deadline: December 10, 2023",
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        "time_zone":"America\/Detroit",
        "event_title":"Who Will Pay for the Energy Transition? Affordability, Efficiency, and Electricity Price Regulation",
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        "combined_title":"Who Will Pay for the Energy Transition? Affordability, Efficiency, and Electricity Price Regulation: James Sallee, UC Berkeley",
        "event_subtitle":"James Sallee, UC Berkeley",
        "event_type":"Workshop \/ Seminar",
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        "description":"--",
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        "event_title":"Microlocal sheaves and affine Springer fibers",
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        "combined_title":"Microlocal sheaves and affine Springer fibers: Pablo Boixeda-Alvarez (Yale)",
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        "description":"Abstract: The resolutions of Slodowy slices \\tilde S_e are symplectic varieties that contain the Springer fiber (G\/B)_e as a Lagrangian subvariety. In joint work with R. Bezrukavnikov, M. McBreen and Z. Yun, we construct analogues of these spaces for homogeneous affine Springer fibers. We further understand the categories of microlocal sheaves in these symplectic spaces supported on the affine Springer fiber as some categories of coherent sheaves.\r\n\r\nIn this talk I will mostly focus on the case of the homogeneous element ts for s a regular semisimple element and will discuss some relations of these categories with the small quantum group providing a categorification of joint work with R.Bezrukavnikov, P. Shan and E. Vasserot.\r\n\r\nI will then mention some recent application of this result to the Breuil-Mezard conjecture by T. Feng and B. Le Hung.",
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