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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
Abstract:
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.
Please click here to register
*After registering, you will receive a confirmation email containing information about joining the meeting.
Date
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.
Please click here to register
*After registering, you will receive a confirmation email containing information about joining the meeting.
Date
Wednesday 10th November 2021, 10:00–11:00 JST (UTC+9), online on Zoom
Associate Professor Kabe Moen, The University of Alabama
Title: Fractional Integrals and weights Part I
Abstract:
I will introduce fractional integral operator and its related maximal operator. After developing some of the relevant background, we will discuss its boundedness on Lebesgue spaces and various related inequalities of Hedberg and Welland. We will also cover endpoint bounds and applications to Sobolev-Poincare inequalities.