Sun | Mon | Tue | Wed | Thu | Fri | Sat |
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Wayne Lewis (University of Hawaiʻi)
6:00 am
Wayne Lewis (University of Hawaiʻi)
@ Lecture held in Elysium
Apr 7 @ 6:00 am – 8:00 am
Title: Adelic Theory of Protori by Wayne Lewis (University of Hawaiʻi) as part of Topological Groups Lecture held in Elysium. Abstract: TBA
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Wayne Lewis (University of Hawaiʻi)
6:00 am
Wayne Lewis (University of Hawaiʻi)
@ Lecture held in Elysium
Apr 14 @ 6:00 am – 8:00 am
Title: Classification of Finite-Dimensional Periodic LCA Groups by Wayne Lewis (University of Hawaiʻi) as part of Topological Groups Lecture held in Elysium. Abstract Generalized resolutions of protori have non-Archimedean component a periodic LCA group with[...]
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Theodore Slaman (UC Berkeley)
4:00 am
Theodore Slaman (UC Berkeley)
Apr 21 @ 4:00 am – 5:00 am
Title: Recursion Theory and Diophantine Approximation by Theodore Slaman (UC Berkeley) as part of Computability theory and applications Abstract We will give a survey of some connections between Recursion Theory, especially Algorithmic Randomness, and Diophantine[...]
Adolf Mader (University of Hawaiʻi)
6:00 am
Adolf Mader (University of Hawaiʻi)
@ Lecture held in Elysium
Apr 21 @ 6:00 am – 8:00 am
Title: Pontryagin Duals of Type Subgroups of Finite Rank Torsion-Free Abelian Groups by Adolf Mader (University of Hawaiʻi) as part of Topological Groups Lecture held in Elysium. Abstract Pontryagin duals of type subgroups of finite[...]
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Julia Knight (Notre Dame)
2:00 am
Julia Knight (Notre Dame)
Apr 28 @ 2:00 am – 3:00 am
Title: Limiting Density and Free Structures by Julia Knight (Notre Dame) as part of Computability theory and applications Abstract Gromov had asked what a random group looks like – in a limiting density sense. I[...]
Dikran Dikranjan (University of Udine)
6:00 am
Dikran Dikranjan (University of ...
@ Lecture held in Elysium
Apr 28 @ 6:00 am – 8:00 am
Title: The Connection between the von Neumann Kernel and the Zariski Topology by Dikran Dikranjan (University of Udine) as part of Topological Groups Lecture held in Elysium. Abstract Every group G carries a natural topology[...]
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