Outcomes

Table of Contents

Visiting Program in Numbers

updated 2026-03-12

  FY2022 FY2023 FY2024 FY2025
as of 2026-03-12
TOTAL
as of 2026-03-12
Total Number of Visitors 23 93 150 164 430
Visiting Scholars 21 13 29 29 92
Domestic Visitors 0 5 10 20 35
Thematic Programs  0 2 2 3 7
    invited participants   64 73 109 246
Affiliates and Colloquium Speakers 2 11 38 20 71
General-Audience Talks 19 19 33 45 116
Total number of Talk participants  1042 952 1793 2105 5892
    (average) 56 49 49 50 51
Youtube views, running total 2824 6123 11717 21471 21471
    (average per video) 202 219 230 244 244
Workshops  3 3 5 4 15
    participants 75 144 272 192 683
Research Seminars 1 45 77 64 187
Career talks, Courses, Outreach 5 11 19 23 59
No. of OIST units visitors have interacted with, running total 25 38 75 91 91
Home institutions (countries), running total 20 (12) 80 (18) 150 (23) 260 (30+) 260 (30+)
Publications 8 36 53 188 188

Publications

All 188+ Publications acknowledging OIST's Visiting Program can be found on Google Scholar.

 Videos, Awards, Articles

"Do octopuses dream?" nature video summarizing the paper on "Wake-like skin patterning and neural activity during Octopus Sleep" that resulted from a collaboration of TSVP Visiting Scholar Leenoy Meshulam and OIST professor Sam Reiter.

Awards

 

Articles

TSVP Visiting Researcher Shunichi Kasahara quote

Books

Computational Models of Astrocyte Function at Glutamatergic Synapses K. Lenk et al. Part of the Series Neuromethods (NM,volume 2780)

 

Visiting Mathematics Professor Program (until 2020)

Publications

  1. J. E. Greene and A. Lobb. "The Rectangular Peg Problem" (2020). arXiv:2005.09193. (See also this Quanta Magazine article)
  2. J. McCoy, G. Wheeler, and Y. Wu. "Higher Order Curvature Flows of Plane Curves with Generalised Neumann Boundary Conditions" (2020). PDF

  3. J. A. McCoy. "Contracting Self-Similar Solutions of Nonhomogeneous Curvature Flows" (2020). PDF

  4. J. A. McCoy. "Contraction of Convex Hypersurfaces by Nonhomogeneous Functions of Curvature" (2020). PDF

  5. S. Y. Kholmatov and P. Piovano. "Existence of Minimizers for the SDRI Model" (Submitted 2021). arXiv

  6. P. Piovano and I. Velčić. "Microscopical Justification of the Winterbottom Problem for Well-Separated Lattices" (Submitted 2021). arXiv:2111.13604

  7. P. Piovano and I. Velčić. "Microscopical Justification of Solid-State Wetting and Dewetting" J. Nonlinear Sci. 32, 32 (2022). arXiv:2010.08787

Lectures

Acknowledgements

Please list TSVP/OIST as one of your affiliations when publishing about research (partially) conducted during your visit.
Please also include a short phrase in the acknowledgements, see below.

Affiliation:
Theoretical Sciences Visiting Program (TSVP), Okinawa Institute of Science and Technology Graduate University, Onna, 904-0495, Japan

Acknowledgement:
This research was conducted while visiting the Okinawa Institute of Science and Technology (OIST) through the Theoretical Sciences Visiting Program (TSVP).

Acknowledgement in case of salary:
This research was conducted while funded by the Theoretical Sciences Visiting Program (TSVP) at the Okinawa Institute of Science and Technology (OIST).