Publications: Expository in Japanese

[10] T. Kobayashi, How can we VIEW from silhouettes?, Sugaku Seminar 9 (1989), Nippon Hyoronsha, 82-87 (in Japanese), reproduced in ''Gendai Sugaku no Ayumi 4''.
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[27] T. Kobayashi, Harmonic analysis on homogeneous spaces of reductive type and representation theory, Sugaku 46 (1994), 124-143 (in Japanese).
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[30] T. Kobayashi, Integral geometry for submanifolds and Plancherel formulas of complex homogeneous manifolds, Proceedings on the Symposium on Representation Theory at Toyama (November 16-19, 1994), 1994, pp. 16-25 (in Japanese).
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[32] T. Kobayashi, Introduction to harmonic analysis on spherical homogeneous spaces, Proceedings of 3rd Summer School on Number Theory ''Homogeneous Spaces and Automorphic Forms'' held at Rikkyo University, January 1995 and at Yamagata-mura in Nagano August 1995 (F. Sato, ed.), 1995, pp. 22-41 (in Japanese).
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[52] T. Kobayashi, Theory of discretely decomposable restrictions of unitary representations of semisimple Lie groups and its developments, Sugaku 51 (1999), no. 4, 337-356 (in Japanese).
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[54] T. Kobayashi, Discontinuous groups for homogeneous spaces, Symposium on Representation Theory, at Tateyama (H. Matumoto, ed.), 1999, pp. 99-110 (in Japanese).
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[64] T. Kobayashi, Discontinuous groups for non-Riemannian homogeneous spaces (translation from English), Sugaku no Saisentan, challenge to the 21th century, vol. 1, Springer-Verlag, Tokyo, 2002, pp. 18-73 (in Japanese).
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[76] T. Kobayashi, Multiplicity one theorem on branching laws and geometry of complex manifolds, Surikaiseki Kokyuroku, RIMS 1348 (2003), 1-9 (in Japanese), Expansion of Lie Theory and New Advances (organized by S. Ariki).
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[78] T. Kobayashi, On discontinuous groups for non-Riemannian homogeneous spaces, Proceedings of Geometry Session, the Mathematical Society of Japan, September 2003, 2003, pp. 75-89.
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[86] T. Kobayashi, On discontinuous group actions on non-riemannian homogeneous spaces, Sugaku 57 (2005), 267-281 (in Japanese), An English translation is to appear from Amer. Math. Soc.
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[89] T. Kobayashi, Fourier transform of a minimal K-type vector in the minimal representation of O(p+1,q+1), Surikaiseki Kokyuroku, RIMS 1421 (2005), 1-11 (in Japanese), Automorphic Forms on Sp(2,R) and SU(2,2), III (organized by T. Oda).
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[96] T. Kobayashi, Multiplicity-free representations and visible actions on complex manifolds, Proceedings of The 53rd Geometry Symposium (edited by Kenji Fukaya), 2006, pp. 119-133 (in Japanese).
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Last modified: 24 March 2007