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| 1 | Anti de Sitter horospherical flat timelike surfaces显示文摘We investigate a special timelike surfaces in Anti de Sitter 3-space.We call such a timelike surface an Anti de Sitter horospherical flat surface which belongs to a class of surfaces given by one parameter families of Anti de Sitter horocycle.We give a generic classification of singularities and study the geometric properties of such surfaces from the viewpoint of Legendrian singularity theory. | CHEN Liang IZUMIYA Shyuichi PEI DongHe SAJI Kentaro | 2014 | Science China Mathematics2014，57，9： | 4 |
| 2 | Sequence of IGF-I, IGF-II, and HGF expression in regenerating skeletal muscle显示文摘 | Shinichiro Hayashi Hisashi Aso Kouichi Watanabe Hidetoshi Nara Michael T. Rose Shyuichi Ohwada Takahiro Yamaguchi | 2000 | Histochemistry and Cell Biology2000，，5： | 1 |
| 3 | Geometric Singularities for Solutions of Single Conservation Laws显示文摘 | Shyuichi Izumiya Georgios T. Kossioris | 1997 | Archive for Rational Mechanics and Analysis1997，，3： | 1 |
| 4 | Singularities of Solution Surfaces for Quasilinear First-Order Partial Differential Equations显示文摘 | Shyuichi Izumiya Wei-Zhi Sun | 1997 | Geometriae Dedicata1997，，3： | 1 |
| 5 | Localization of interleukin-18 and its receptor in somatotrophs of the bovine anterior pituitary gland显示文摘 | Yasuhiro Nagai Tomonori Nochi Kouichi Watanabe Keisuke Watanabe Hisashi Aso Haruki Kitazawa Masatoshi Matsuzaki Shyuichi Ohwada Takahiro Yamaguchi | 2005 | Cell and Tissue Research2005，，3： | 1 |
| 6 | 可信系统建模与分析一种概率图模型视角显示文摘在生产生活中,很多场景下对于各种系统(如计算机系统、网络系统、工业生产线等)有一个最为重要和共性的要求,可信性。系统可信性是一个总称,根据系统的行为它又可以表现为可靠性、稳定性、可用性、安全性等方面。当我们谈论可信系统时,一个主要的共识是系统不会在正常运行过程中失效。从使用者的观点看,这代表使用者对系统能够按照所期待的行为运行的信心。但是在现实中,系统出现故障是不可避免的,而且会造成广泛的影响。任何系统并不能做到百分之百的可信,我们只能把可信性当作一种概率测度来理解。因此,我们需要一套对系统可信性建模的概率方法。本书从概率图模型的角度对系统可信性建模做了比较全面的介绍。 | Izumiya Shyuichi 张志斌 | 2016 | 国外科技新书评介2016，0，11： | 0 |
| 7 | Overdetermined Systems of First Order Partial Differential Equations with Singular Solution | Izumiya Shyuichi (Department of Mathematics,Faculty of Science,Hokkaido University,Sapporo 060,Japan)Li Bing (Department of Mathematics,Changsha University of Electric Power,Changsha 410077,China) | 1997 | Acta Mathematica Sinica,English Series1997，13，3： | 0 |
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