result 1201 件
| Author | Tian, Yongge| |
|---|---|
| Published Date | 1999-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume41 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/48176 |
| Author | Latif, R. M.| |
|---|---|
| Published Date | 1999-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume41 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/48175 |
| Author | Sekiguchi, Katsusuke| |
|---|---|
| Published Date | 1999-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume41 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/48174 |
| Author | Hirata, Kazuhiko| Syu, U| |
|---|---|
| Published Date | 1999-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume41 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/48173 |
| Author | Ohtsuki, Takashi| Otsuki, Mariko| Murakami, Yousuke| Maekawa, Tetsuya| Yamamoto, Takashi| Akasaka, Koji| Takeuchi, Sakae| Takahashi, Sumio| |
|---|---|
| Published Date | 2005-09 |
| Publication Title | Zoological Science |
| Volume | volume22 |
| Issue | issue9 |
| Content Type | Journal Article |
| Author | Sato, Ryotaro| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47199 |
| Author | Hazi, Mohammed| Bragdi, Mabrouk| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47198 |
| Author | Moussa, Abdelaziz Aït| Zlaïji, Loubna| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47197 |
| Author | Qi, Yan| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47196 |
| Author | Yamaguchi, Kohhei| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47195 |
| Author | Takehana, Yasuhiko| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47194 |
| Author | Takehana, Yasuhiko| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47193 |
| Author | Moon, Hyunsuk| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47192 |
| Author | Ichimura, Humio| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47191 |
| Author | Suwa, Noriyuki| |
|---|---|
| Published Date | 2012-01 |
| Publication Title | Mathematical Journal of Okayama University |
| Volume | volume54 |
| Issue | issue1 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/mjou/47190 |
| Author | Nanba, Tokuro| Miura, Yoshinari| Sakida, Shinichi| |
|---|---|
| Published Date | 2005-01 |
| Publication Title | Journal of the Ceramic Society of Japan |
| Volume | volume113 |
| Issue | issue1313 |
| Content Type | Journal Article |
| FullText URL | MicrobiolImmunol_51_9_823_382.pdf |
|---|---|
| Author | Fukutome, Ayako| Watashi, Koichi| Kawakami, Norito| Ishikawa, Hirofumi| |
| Keywords | SARS Nosocomial transmission Stochastic model Simulation |
| Note | 編集 : 日本細菌学会、日本ウイルス学会、日本免疫学会 関連情報 : 岡山大学学位論文 学位番号甲第3778号| |
| Published Date | 2007 |
| Publication Title | Microbiology and Immunology |
| Volume | volume51 |
| Issue | issue9 |
| Publisher | 財団法人 学会誌刊行センター |
| Start Page | 823 |
| End Page | 832 |
| ISSN | 0385-5600 |
| NCID | AA00738350 |
| Content Type | Journal Article |
| language | English |
| OAI-PMH Set | 岡山大学 |
| File Version | publisher |
| PubMed ID | 17895599 |
| DOI | 10.1111/j.1348-0421.2007.tb03978.x |
| Web of Science KeyUT | 000249477100005 |
| Official Url | http://www.jstage.jst.go.jp/browse/mandi/-char/ja/| |
| Related Url | http://ousar.lib.okayama-u.ac.jp/metadata/14875 |
| Author | Itoh, Jin-ichi| Kiyohara, Kazuyoshi| |
|---|---|
| Published Date | 2011/09 |
| Publication Title | Manuscripta Mathematica |
| Volume | volume136 |
| Issue | issue1-2 |
| Content Type | Journal Article |
| JaLCDOI | 10.18926/OER/42424 |
|---|---|
| Title Alternative | On a Materialistic View of Mathematics |
| FullText URL | oer_001_3-4_107_129.pdf |
| Author | Sugimori, K.| |
| Publication Title | 岡山大学経済学会雑誌 |
| Published Date | 1970-03-31 |
| Volume | volume1 |
| Issue | issue3-4 |
| Start Page | 107 |
| End Page | 129 |
| ISSN | 0386-3069 |
| language | Japanese |
| File Version | publisher |
| NAID | 120002737671 |
| JaLCDOI | 10.18926/OER/41559 |
|---|---|
| FullText URL | oer_030_3_345_351.pdf |
| Author | Fujimoto, Takao| |
| Abstract | This note is a sequel to the previous one published in this journal (Vol. 30, No.1). In that article, we used one of mean value theorems to prove the univalence of a nonlinear mapping based on the qualitative regularity ofthe Jacobian matrix. The qualitative regularity is a property of a matrix whose regularity is shown to be valid by using only the sign patterns of mappings involved. In this note, we extend the result into a vector space over an integral domain. The vectors themselves are of n-tuples of elements in the integral domain. This integral domain is totally ordered, and some natural properties are assumed concerning this order. First two lennnata are given, and the first one is in fact a sort of mean value theorem for mappings from a direct product of discrete spaces into a discrete space, and utilizes mathematical induction. The second lemma depends on the fact that theory of matrices and determinants can be constructed also on a ring except for inverse matrix. Finally, our main proposition derives from the very integrity of a given domain. Another merit of the result is that the domain of a mapping need not be convex, and can be even a set oflattice points. |
| Publication Title | 岡山大学経済学会雑誌 |
| Published Date | 1999-03-10 |
| Volume | volume30 |
| Issue | issue3 |
| Start Page | 345 |
| End Page | 351 |
| ISSN | 0386-3069 |
| language | English |
| File Version | publisher |
| NAID | 120002696039 |
