On November 13, 2018, RIMS was certified as one of the International Joint Usage/Research Centers by the Ministry of Education, Culture, Sports, Science and Technology (MEXT).
What's New
List of RIMS Research Projects
In this research project, we will hold an international workshops series "Cluster Algebras 2019" at RIMS in June, 2019, which is the largest comprehensive program on cluster algebras since the semantic program in KIAS, Korea in 2014. We will also hold a mini course on topics in cluster algebras at RIMS in May, 2019 by the visiting professors Bernard Leclerc (Universitè de Caen) and Michael Gekhtman (Notre Dame).

Cluster algebras: theory and applications (RIMS Project Research 2019)
Location: Rm 420 Period: 2019060320190607
Organizer: Tomoki Nakanishi(Graduate School of Mathematics, Nagoya University) 
Cluster algebras and representation theory (RIMS Project Research 2019)
Location: Rm 420 Period: 2019061020190614
Organizer: Tomoki Nakanishi(Graduate School of Mathematics, Nagoya University) 
Cluster algebras, geometry, and mathematical physics (RIMS Project Research 2019)
Location: Rm 420 Period: 2019061720190621
Organizer: Tomoki Nakanishi(Graduate School of Mathematics, Nagoya University)

JapaneseHungarian Symposium on Discrete Mathematics and Its Applications (RIMS Project Research 2019)
Location: Sanjo Conference Hall, The University of Tokyo Period: 2019052720190530
Organizer: Kazuhisa Makino(RIMS, Kyoto University) 
Discrete Structures in Phylogenetic Networks (RIMS Project Research 2019)
Location: Rm 110 Period: 2019071420190720
Organizer: Kazuhisa Makino(RIMS, Kyoto University) 
International Workshop on Innovative Algorithms for Big Data 2019 (RIMS Project Research 2019)
Location: Rm 420 Period: 2019103020191101
Organizer: Kazuhisa Makino(RIMS, Kyoto University) 
International Workshop on Combinatorial Optimization and Algorithmic Game Theory (RIMS Project Research 2019)
Location: Rm 420 Period: 2020011320200114
Organizer: Kazuhisa Makino(RIMS, Kyoto University) 
Combinatorial Optimization and Algorithms (RIMS Project Research 2019)
Location: Rm 110 Period: 2020011520200120
Organizer: Kazuhisa Makino(RIMS, Kyoto University)
The elucidation of the way in which the additive and multiplicative structure of the integers are intertwined with one another is one of the most important and central themes in number theory. In August 2012, Shinichi Mochizuki (the proposer and chief organizer of the present RIMS Research Project) released preprints of a series of papers concerning "Interuniversal Teichmüller Theory", a theory that constitutes an important advance with regard to elucidating this intertwining. Moreover, the proof of the "ABC Conjecture", which follows as a consequence of the theory, attracted worldwide attention. In the roughly six and a half years since the release of these preprints:
· The number of researchers who have already acquired a thorough understanding of the theory, as well as advanced learners of the theory, has increased slowly, but steadily.
· Quite a number of surveys and related expositions of the theory (7 of which have been made public, while another 2 are currently in preparation) have been written, not only by the author of the theory, but also by researchers who have already acquired a thorough understanding of the theory.
· Although it is difficult to ascertain the precise number, at least on the order of 30 lectures and smallscale workshops on the theory have been conducted all over the world (in Japan, the UK, Russia, the US, China, Germany, and France).
· At least 4 largescale workshops (of one to two weeks in length) on the theory have been conducted not only within Japan (in Kyoto, March 2015 and July 2016), but also in China (in Beijing, July 2015) and the UK (in Oxford, December 2015).
As a result of these activities, a sort of "interuniversal Teichmüller theory community", consisting of between ten and twenty researchers, is currently in the process of forming. Moreover, as a result of advances in research, such as combinatorial anabelian geometry, based on ideas closely related to the ideas that underlie interuniversal Teichmüller theory, important links between research on interuniversal Teichmüller theory and research concerning the GrothendieckTeichmüller group and the absolute Galois group of the rational numbers have begun to form.
In light of these developments, the present RIMS Research Project seeks to bring together various researchers not only from the "interuniversal Teichmüller theory community", but also researchers interested in various forms of mathematics related to interuniversal Teichmüller theory, and to provide all such researchers an opportunity to engage in lively discussions concerning the various developments discussed above in an environment in which interaction for periods on the order of months is possible, that is to say, unlike the situation in the case of a single workshop (i.e., which typically only lasts for roughly a week).

Foundations and Perspectives of Anabelian Geometry (RIMS Project Research 2020)
Location: Room 420 Period: 2020051820200522
Organizer: Shinichi Mochizuki (RIMS, Kyoto University) 
Combinatorial Anabelian Geometry and Related Topics (RIMS Project Research 2020)
Location: Room 420 Period: 2020062920200703
Organizer: Shinichi Mochizuki (RIMS, Kyoto University) 
Invitation to interuniversal Teichmüller Theory (RIMS Project Research 2020)
Location: Room 420 Period: 2020090120200904
Organizer: Shinichi Mochizuki (RIMS, Kyoto University) 
Interuniversal Teichmüller Theory Summit 2020 (RIMS Project Research 2020)
Location: Room 420 Period: 2020090820200911
Organizer: Shinichi Mochizuki (RIMS, Kyoto University)