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Unless otherwise noted, all activities will take place in Room 201 of the Physical and Atmospheric Sciences building (PAS 201).
Saturday, March 13
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9:00-10:00
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McCallum: Method of Coleman and Chabauty I
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10:15-11:15
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Poonen: Mordell-Weil Groups, Selmer Groups, and Shafarevich-Tate Groups I
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11:30-12:30
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Tzermias: Torsion Points on Curves
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2:00-3:00
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Wetherell: Explicit Computations Using the Method of Coleman and Chabauty
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3:15-4:15
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Meetings of Graduate Student Project Groups
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4:30-5:30
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McCallum Graduate Student Project: Cyclic Descent on Jacobians
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8:00-10:00
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Question and Answer Session at Bill McCallum's house (with coffee and deserts)
Sunday, March 14
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9:00-10:00
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McCallum: Method of Coleman and Chabauty II
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10:15-11:15
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Poonen: Mordell-Weil Groups, Selmer Groups, and Shafarevich-Tate Groups II
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11:30-12:30
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Rubin: Shafarevich-Tate Groups of CM Elliptic Curves
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2:00-3:00
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Wetherell: Refinements to the Method of Coleman and Chabauty
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3:15-3:45
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Nestler, Stroila: The Picard Group
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3:45-4:15
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Barbu: The Brauer Broup
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4:30-5:00
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Petzold: Class Field Theory
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5:00-5:30
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Budur, Unlu: Counter examples to the Hasse Principle and Weak Approximation
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8:00-10:00
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Question and Answer Session at Hotel
Monday, March 15
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9:00-10:00
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Harari: The Hasse Principle I
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10:15-11:15
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Cremona: Computational Aspects of 2-descents on Elliptic Curves
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11:30-12:30
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Rubin: Shafarevich-Tate Groups of Modular Elliptic Curves
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Afternoon
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Free time
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8:00-10:00
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Question and Answer Session at Hotel
Tuesday, March 16
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9:00-10:00
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Colliot-Thélène: The Hasse Principle II
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10:15-11:15
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TBA
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11:30-12:30
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Wetherell Graduate Student Project: Application of the Method of Coleman and Chabauty
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2:00-3:00
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Rubin Graduate Student Project: The Shafarevich-Tate Group in a Family of Quadratic Twists
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3:15-4:15
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Cremona: Survey of Computer Algebra Systems
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4:30-5:30
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Cremona Graduate Student Project: Computational Aspects of Rational Points on Genus Zero Curves
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7:00-10:00
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Banquet
Wednesday, March 17
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9:00-10:00
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Skorobogatov: The Hasse Principle III
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10:15-10:45
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Chinta: Weak Approximation for Linear Algebraic Groups
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10:45-11:15
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Scharaschkin: Cassels-Tate pairing versus Brauer-Manin pairing
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11:30-12:30
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Poonen Graduate Student Project: Computing the Mordell-Weil Rank of the Jacobian of a Genus Two Curve
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2:00-3:00
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Mazur: Visualizing Elements of the Shafarevich Tate Group
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3:15-3:45
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Stein: Visibility of Shafarevich-Tate Groups of Modular Abelian Varieties
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3:45-4:15
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Agashe: On Invisible Elements of the Shafarevich Tate Group
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4:30-5:00
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Marshall & Marshall: Jacobians of Genus One Curves
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5:00-5:30
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Klenke: Curves of Genus 1 in P^1 x P^1
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