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Dr. Maxim Berezovski, Professor, University of Ottawa. Language: English.
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Speaker: Ms. Naheon Lee
Title: Social Dilemmas and Cooperative Chasing Strategies in Two-Dimensional Space
Affiliation: Department of Physics, Sejong University, Seoul, South Korea
Hosted by Dieckmann Unit
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Seminar by Prof. Hyeong-Chai Jeong
Title: Exploring New Paths for Spatial Reciprocity Using One-Dimensional Cyclic Population Structures
Affiliation: Department of Physics, Sejong University, Seoul, South Korea
Hosted by Dieckmann Unit
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Talks from Okinawa Prefecture Government and Ministry of Environment followed by Panel Discussion with OIST experts focusing on conservation efforts and the control of invasive species on Okinawa Island.
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RAM2024 Kickoff with Poster presentations, Art in Science display and Networking Cafe.
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All OIST staff are invited to attend a friendly competition for students and researchers to present their research projects in 3-minute Blitz talks. Bring your coffee mug and attend a Networking Cafe after the talks.
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Open Call for TSVP Thematic Programs in FY2025/26
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Open Call for TSVP Visiting Scholars in FY2025
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Speaker: Dr. Miwa Takahashi, CERC Postdoctoral Fellow, Environomics Future Science Platform, NCMI | CSIRO
Please join our seminar to learn about the FAIR data principles and the project, and start our discussions on the bottlenecks, needs, and strategies to achieve FAIR eDNA.
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Speaker: Dr. Shreyas Mandre
University Associate Professor of Fluid-Structure Interaction, Department of Engineering, University of Cambridge
Hosted by: Professor Mahesh Bandi, Nonlinear and Non-equilibrium Physics Unit
When physical processes repeat over either growing or shrinking scales (length and/or time), the dynamics shows self-similarity. The condition of self-similarity appears strict, but it is the building block of mathematical modelling. This lecture covers (i) concept of scale invariance as a pre-requisite for self-similarity, (ii) self-similarity in physical systems and mathematical models, (iii) the two kinds of self-similarity -- the first and second kinds, and (iv) a simple mathematical example to elucidate the second kind of self-similarity. The lecture presents examples from fluid dynamics. No previous knowledge of or experience with scale-invariance or self-similarity is assumed.