Advanced Studies in Pure Mathematics

该项目的目的是日本纯数学高等研究大项目的第一步，努力获得政府批准建立一个新的高等研究所。在这种情况下，活动将转移到理论上。本项目的目的是促进日本各学科的数学研究，并将其成果发表在论文集上。本项目的论文集由Kinokuniya和Academic Press出版。Kubota.Vo1.14：李群的表示，K. Okamoto和T.第15卷：算术变体的自守形式和几何，K。Hashimoto和Y.共形场论与可解格点模型，编。Jimbo，T. Miwa和A.代数数论-以荣誉K. Iwasawa，Ed. by J.科茨，R.格林伯格，B。马祖尔和我。微分几何与解析几何的最新课题。第18卷-II：Kahler空间和Muduli空间，T.量子场论与统计力学中的可积系统。Jimbo，T. Miwa和A.土屋

The purpose of this project is the first step of The big project on Advanced Studies in Pure Mathematics in Japan, with efforts to obtain government approval for establishing a new institute for Advanced Studies. At such times as this comes into being, the activities will be transferred theoreto. This project is also to activate Japanese mathematical researches of different branches and publish their results in proceedings.Proceedings of Symposia in this project are published from Kinokuniya and Academic Press.Vo1.13 : Investigations in Number Theory, Ed. by T. Kubota.Vo1.14 : Representations of Lie Groups, ed. by K. Okamoto and T. Oshima.Vo1.15 : Automorphic Forms and Geometry of Arithmetic Varieties, Ed. by K. Hashimoto and Y. Namikawa.Vo1.16 : Conformal Field Theory and Solvable Lattice Models, Ed. by M. Jimbo, T. Miwa and A. Tsuchiya.Vo1.17 : Algebraic Number Theory - in honor of K. Iwasawa, Ed. by J. Coates, R. Greenberg, B. Mazur and I. Satake.Vo1.18-I : Recent Topics in Differential Geometry and Analytic Geometry, Ed. by T. Ochiai.Vo1.18-II : Kahler Metrics and Muduli Spaces, Ed. by T. OchiaiVo1.19 : Integrable Systems in Quantum Field Theory and Statistical Mechanics, Ed. by M. Jimbo, T. Miwa and A. Tsuchiya.