搜索结果: 1-15 共查到“Robinson”相关记录26条 . 查询时间(0.073 秒)
近日,东南大学丘成桐中心主任丘成桐先生收到加拿大数学会(Canadian Mathematical Society,CMS)的通知,中心专职科研人员张超副研究员荣获加拿大数学会2020年度G. de B. Robinson奖。
东南大学张超副研究员荣获加拿大数学会2020年度G. de B. Robinson奖
东南大学 张超 副研究员 加拿大数学会 2020年度 G. de B. Robinson奖 现代数论
2020/10/22
近日,东南大学丘成桐中心主任丘成桐先生收到加拿大数学会(Canadian Mathematical Society,CMS)的通知,中心专职科研人员张超副研究员荣获加拿大数学会2020年度G. de B. Robinson奖。根据官网消息,该奖项是为了表彰张超副研究员在《加拿大数学杂志》(Canadian Journal of Mathematics, CJM)发表的论文《Ekedahl-Oort...
Associate Professor Richard Douglas Robinson,Department of Materials Science and Engineering at Cornell University(图)
Associate Professor Richard Douglas Robinson Department of Materials Science and Engineering at Cornell University
2015/8/27
Professor Robinson's research focuses on nanostructured materials for alternative energy applications. Our goal is to utilize the advanced properties of nanomaterials to build efficient thermoelectric...
Associate Professor Robinson W. Fulweiler,Department of Geography and the Environment at Boston University(图)
Associate Professor Robinson W. Fulweiler Department of Geography and the Environment at Boston University
2014/12/5
Robinson (Wally) Fulweiler is an ecosystems ecologist and biogeochemist, whose research is focused on answering fundamental questions about energy flow and biogeochemical cycling of nutrients (nitroge...
2014年9月15日下午,由我校马克思主义哲学与中国现代化研究所、我校实践哲学研究中心主办的第六期“实践哲学讲坛”在南校区锡昌堂举行。来自加拿大多伦多大学的著名古典学家Thomas Robinson教授带来了题为“民主和后期柏拉图”的精彩讲座。全系五十多名师生参加了活动。
北京大学第一医院肾脏内科王海燕荣获2013年度国际肾脏病学会Roscoe R. Robinson奖(图)
肾脏内 王海燕 2013年度 肾脏病学会 Roscoe R. Robinson奖
2014/3/5
日前,国际肾脏病学会(International Society of Nephrology,ISN)宣布:基于北京大学第一医院肾脏内科王海燕教授数十年来在肾脏病教育领域的卓越成就,ISN决定授予她2013年度国际肾脏病学会Roscoe R. Robinson奖。颁奖仪式将于今年在香港举行的ISN年会上举行。
北京大学第一医院肾脏内科王海燕教授荣获2013年度国际肾脏病学会Roscoe R. Robinson奖
王海燕教授 2013年度 国际肾脏病学会 Roscoe R. Robinson奖
2013/2/27
日前,国际肾脏病学会(International Society of Nephrology,ISN)宣布:基于北京大学第一医院肾脏内科王海燕教授数十年来在肾脏病教育领域的卓越成就,ISN决定授予她2013年度国际肾脏病学会Roscoe R. Robinson奖。
Bel-Robinson for TMG
Bel-Robinson TMG
2010/12/27
We construct, and establish the (covariant) conservation of, a 4-index "super-stress tensor" for TMG. Separately, we discuss its invalidity in quadratic curvature models and suggest a generalization. ...
Lieb-Robinson Bounds and Quasi-locality for the Dynamics of Many-Body Quantum Systems
Lieb-Robinson Bounds Quasi-locality Dynamics Many-Body Quantum Systems
2010/11/23
We review a recently proven Lieb-Robinson bound for general, many-body quantum systems with bounded interactions. Several basic examples are discussed as well as the connection between commutator esti...
Exact Solutions of the Self-consistent System of Relativistic Magnetohydrodynamics Equations for an Anisotropic Plasma on the Background of Bondi-Pirani-Robinson's Metric
the Self-consistent System Relativistic Magnetohydrodynamics Equations
2010/11/17
Exact solutions of the self-consistent relativistic magnetohydrodynamics equations for an anisotropic magnetized plasma on the background of Bondi-Pirani-Robinson's vacuum plane gravitational wave (P...
Bel-Robinson for TMG
Bel-Robinson TMG
2010/12/20
We construct, and establish the (covariant) conservation of, a 4-index “super-stress tensor”
for TMG. Separately, we discuss its invalidity in quadratic curvature models and suggest a
generalization...
Exact Solutions of the Self-consistent System of Relativistic Magnetohydrodynamics Equations for an Anisotropic Plasma on the Background of Bondi-Pirani-Robinson's Metric
Gravitational Waves Magnetoactive Plasma Relativistic Magneto-hydrodynamics Exact Solutions
2010/12/20
Exact solutions of the self-consistent relativistic magnetohydrody-namics equations for an anisotropic magnetized plasma on the background of Bondi-Pirani-Robinson’s vacuum plane gravitational wave (P...
From Odysseus to Robinson Crusoe: A Survey of Early Literature
islands Greek Roman medieval immrama isolario
2010/9/14
This paper examines the history and development of books about islands in Western culture. Islands are prominent in Homer’s Odyssey, and Plato’s island of Atlantis is perhaps the most famous mythical ...
Existence of horizons in Robinson-Trautman spacetimes of arbitrary dimension
arbitrary dimension Robinson-Trautman spacetimes
2010/3/17
We derive the higher dimensional generalization of Penrose-Tod equation describing past horizon in Robinson-Trautman spacetimes with a cosmological constant and pure radiation. Results for D=4 dimensi...
Dr. Paul Robinson,Professor of the University of Purdue for Biomedical Engineering(图)
Paul Robinson Professor the role of oxygen nitrogen radicals
2009/12/21