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Language: English
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Seminar hosted by QGU.
Speaker: Prof. Thomas Van Riet, KU Leuven
Title: The Festina Lente Bound and some applications
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Quantum-inspired manifold learning and feedback-based quantum optimization - Dr Mohan Sarovar (Sandia National Labs in California, USA)
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TQM unit is pleased to invite you to the seminar!
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Title: "Vacua of Large-N QCD3"
Abstract: 3d QCD in the 't Hooft large-N limit admits a rich structure. In this talk I will review the dynamics of this theory and its vacuum structure. I will also mention the gravity dual of the theory.
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The OIST Innovators Society is hosting a virtual fireside chat with Paul McInerney, General Partner of Incubate Fund, a venture capital firm based in Tokyo. This is an exciting opportunity to ask a venture capitalist anything! In-person and online.
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Title: Sensing and NV (color centers in diamond)
Speaker: Dr. Dmitry Budker
Section Leader, Helmholtz Institute Mainz, Johannes Gutenberg University, Germany
Professor of Graduate School, University of California at Berkeley, USA
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INNOVATION SEMINAR: Mr. Eli Lyons, CEO of Genome Miner and OIST Entrepreneur-in-Residence, will regale us with stories of his roller-coaster ride from a graduate student at the University of Tokyo to Co-founder of 2 startup companies in Japan. Pizza to follow. In-person:open to the first 30 participants.
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Associate Professor Kabe Moen, The University of Alabama
Title: Fractional Integrals and weights Part III
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In this talk we will cover the two weight inequalities for the fractional integral operator and related fractional maximal operator. We will discuss the background of two-weight inequalities and Sawyer’s testing conditions and two weight characterization. We will also discuss bump conditions and some open questions.
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*After registering, you will receive a confirmation email containing information about joining the meeting.
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Associate Professor Kabe Moen, The University of Alabama
Title: Fractional Integrals and weights Part II
Abstract:
In this talk we will cover the one weight inequalities for the fractional integral operator and related fractional maximal operator. We will discuss the background of A_p weights and A_{p,q} weights and go over the dyadic decomposition of the fractional integral operator. We will also cover auxiliary results like sharp constants and.