Author | Pfeffer, W. E.| |
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Published Date | 1969-11 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume14 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33668 |
Author | Tominaga, Hisao| |
---|---|
Published Date | 1955-03 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume4 |
Issue | issue2 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33749 |
Author | Furukawa, Tôru| |
---|---|
Published Date | 1981-06 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume23 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33867 |
Author | Nakajima, Atsushi| Tominaga, Hisao| |
---|---|
Published Date | 1968-11 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume13 |
Issue | issue2 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33459 |
Author | Tominaga, Hisao| |
---|---|
Published Date | 1959-12 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume9 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33400 |
Author | Tominaga, Hisao| |
---|---|
Published Date | 1957-07 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume7 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33639 |
Author | Kobayashi, Yuji| |
---|---|
Published Date | 1981-12 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume23 |
Issue | issue2 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33841 |
Author | Wang, Stuart Sui-Sheng| |
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Published Date | 1980-06 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume22 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33895 |
Author | Dobbs, David E.| Wang, Stuart Sui-Sheng| |
---|---|
Published Date | 1981-12 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume23 |
Issue | issue2 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33853 |
Author | Connor, Peter| |
---|---|
Published Date | 2017-01 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume59 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/54718 |
FullText URL | mjou_064_215_225.pdf |
---|---|
Author | Hyodo, Fumitake| |
Abstract | This paper focuses on the theory of the Hecke rings associated with the general linear groups originally studied by Hecke and Shimura et al., and moreover generalizes its notions to Hecke rings associated with the automorphism groups of certain algebras. Then, in the case of the Heisenberg Lie algebra, we show an analog of the classical theory. |
Keywords | Hecke rings noncommutative rings |
Published Date | 2022-01 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume64 |
Issue | issue1 |
Publisher | Department of Mathematics, Faculty of Science, Okayama University |
Start Page | 215 |
End Page | 225 |
ISSN | 0030-1566 |
NCID | AA00723502 |
Content Type | Journal Article |
language | English |
Copyright Holders | Copyright ©2022 by the Editorial Board of Mathematical Journal of Okayama University |
Author | Katsumata, Osamu| |
---|---|
Published Date | 1969-11 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume14 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33666 |
Author | Chiba, Katsuo| |
---|---|
Published Date | 1977-06 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume19 |
Issue | issue2 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33409 |
FullText URL | mjou_008_117_123.pdf |
---|---|
Author | Tominaga, Hisao| |
Published Date | 1958-12 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume8 |
Issue | issue2 |
Publisher | Department of Mathematics, Faculty of Science, Okayama University |
Start Page | 117 |
End Page | 123 |
ISSN | 0030-1566 |
NCID | AA00723502 |
Content Type | Journal Article |
language | English |
Copyright Holders | Copyright©1958 by the Editorial Board of Mathematical Journal of Okayama University |
Author | Moriya, Mikao| Nagahara, Takasi| Tominaga, Hisao| |
---|---|
Published Date | 1957-07 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume7 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33641 |
Author | Ferrero, Miguel| |
---|---|
Published Date | 1973-09 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume16 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33771 |
Author | Nobusawa, Nobuo| |
---|---|
Published Date | 1957-12 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume7 |
Issue | issue2 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33631 |
Author | Iwase, Norio| Maruyama, Ken-Ichi| Oka, Shichiro| |
---|---|
Published Date | 1991-01 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume33 |
Issue | issue1 |
Content Type | Journal Article |
JaLCDOI | 10.18926/mjou/33697 |
FullText URL | mjou_060_137_153.pdf |
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Author | Shigekawa, Ichiro| |
Abstract | We discuss a non-symmetric diffusion process on the Wiener space. The process we consider is generated by A = L + b, L being the Ornstein-Uhlenbeck operator and b being a vector eld. Under suitable integrability condition for b, we show the existence of associated diffusion process. We also investigate the domain of the generator. Further we consider a similar problem in the nite dimensional Euclidean space. |
Keywords | non-symmetric Dirichlet form Wiener space logarithmic Sobolev inequality generator domain |
Published Date | 2018-01 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume60 |
Issue | issue1 |
Publisher | Department of Mathematics, Faculty of Science, Okayama University |
Start Page | 137 |
End Page | 153 |
ISSN | 0030-1566 |
NCID | AA00723502 |
Content Type | Journal Article |
Official Url | http://www.math.okayama-u.ac.jp/mjou/| |
language | English |
Copyright Holders | Copyright©2018 by the Editorial Board of Mathematical Journal of Okayama University |
FullText URL | mjou_061_129_139.pdf |
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Author | Shimeno, Nobukazu| |
Abstract | We prove that the radial part of the class one Whittaker function on a split semisimple Lie group can be obtained as an appropriate limit of the Heckman-Opdam hypergeometric function. |
Keywords | root system hypergeometric function Whittaker function |
Published Date | 2019-01 |
Publication Title | Mathematical Journal of Okayama University |
Volume | volume61 |
Issue | issue1 |
Publisher | Department of Mathematics, Faculty of Science, Okayama University |
Start Page | 129 |
End Page | 139 |
ISSN | 0030-1566 |
NCID | AA00723502 |
Content Type | Journal Article |
language | English |
Copyright Holders | Copyright©2019 by the Editorial Board of Mathematical Journal of Okayama University |