Prof. Andrea Paudice, Aarhus University, Aarhus, Denmark

【Seminar】"Extending the Reach of CryoEM" by Dr. Christopher J. Russo

MRC Laboratory of Molecular Biology, Francis Crick Avenue, Cambridge, United Kingdom

Language: English

Seminar by Prof. G. E. Astrakharchik, Polytechnic University of Catalonia (UPC), Barcelona, Spain 

Seminar by Prof. Giulia De Rosi, Polytechnic University of Catalonia (UPC), Barcelona, Spain 

Speaker: Dr.Liangbing Luo,Queen’s University

Title: Discrete Approximation on Metric Measure
Spaces of Controlled Geometry via Graphs:
Dirichlet Forms and Harmonic Functions

Abstract:

Based on the approximation of a metric measure space via discrete graphs, we construct
a Dirichlet form. This Dirichlet form is comparable to the upper gradient energy and can
be realized as a -limit of a sequence of induced bilinear forms projected from the discrete
energy form on the approximating graphs. Moreover, we approximate harmonic functions
on a bounded domain with a prescribed Newton-Sobolev boundary data. Based on joint
work with A. Butaev and N. Shanmugalingam.

Zoom registration

Title: Mangroves… from text mentions in ancient times to biomes in modern open-world games

Speaker: Prof. Farid DAHDOUH-GUEBAS,Vrije Universiteit Brussel

Eigenvalues/vectors of tensors are a modern concept extending those of matrices. They appear in various non-linear contexts, such as spin glasses, general relativity, artificial intelligence, quantum information theory, string theory, and so on, while the matrix counterpart in linear-contexts. Understanding universal properties across various tensor eigen problems is important, since this assures their wide applicability. I talk about our recent finding of a universality of tensor eigenvalue/vector distributions, which has been achieved by systematically computing them using quantum field theoretical techniques. 

Seminar in English

Dr. Eiichiro Ono, Senior General Manager/Research Specialist at Research Institute, Suntory Global Innovation Center Ltd., Kyoto, Japan