Date
Seminar by Prof.Jun WU "Curious Cases of Pluripotent Stem Cell Adaptations"
Date
We are pleased to invite the OIST community to a seminar by Fujitsu Launchpad (FLP), Fujitsu’s internal venture-building studio dedicated to transforming advanced technologies and emerging market opportunities into viable new businesses.
During this session, Javier Mata and Toshio Akagi will provide a behind-the-scenes perspective on how a corporate venture studio operates at the intersection of research, engineering, entrepreneurship, and market creation.
Date
Title: Convexity: from the Euclidean space to Riemannian and sub-Riemannian manifolds
Speaker: Prof. Federica Dragoni (Cardiff University)
Date
Prof. Ueli Grossniklaus
Department of Plant and Microbial Biology, University of Zurich, Zurich, Switzerland
Zurich-Basel Plant Science Center, Zurich, Switzerland
Guest Professor, Kyoto University, Kyoto, Japan
Date
Seminar 1
"Controlling and Sensing Spin Systems with Free Space Electrons" by Prof. Philipp Haslinger, Vienna University of Technology
Seminar 2
"Electron-Photon Entanglement in Electron Microscopy" by Mr. Alexander Preimesberger, Vienna University of Technology
Date
June 9 (Tue), 2026 16:00 - 17:00 @B503, Center Bldg.
On human emergence, Prof. Gentaro Taga, Graduate School of Education, The University of Tokyo
Date
June 9 (Tue), 2026 15:00 - 16:00 @B503, Center Bldg.
From spontaneous to intentional action: measuring and modelling 3-month-olds’ behavior during environmental interaction, Dr. Ryo Fujihira, National Institute for Physiological Sciences
Date
Seminar title: How Circuits Learn: Projection Operators, Memory, and Computation in Analog Hardware
Speaker: Dr. Frank Barrows from Los Alamos National Laboratory (USA)
Date
Speaker: Huy Truong, Kansas State University
Title: Base Modulus for Matroid Truncation, Strength, and Fractional Arboricity
Abstract:
In previous work, we studied the -modulus of the family of all bases of a matroid and showed that it recovers several classical concepts in matroid theory, including strength, fractional arboricity, and principal partitions. These results generalize corresponding concepts for spanning trees in graphs. Due to computational constraints, one may impose a bound on the number of elements sampled from a base. For instance, when exploring a tree, we may stop at forests with edges. Such objects are captured by matroid truncations. In this paper, we study the modulus of matroid truncations and determine the universal density for every truncation of a given matroid. As a consequence, we show that the truncation modulus serves as an approximation of the original matroid modulus.
Date
Guest seminar hosted by CDQT unit.
Speaker: Prof. Hao Zeng (University at Buffalo, the State University of New York)
Title: Self-Intercalated Covalent 2D magnets and heterostructures