搜索结果: 1-15 共查到“理学 Thompson”相关记录19条 . 查询时间(0.058 秒)
东亚腹链蛇属Hebius为一类半水栖的中小型蛇类，广泛分布于东亚、东南亚及南亚地区。该属多样性丰富，已知50种。2023年来，陆续有盐边腹链蛇H. yanbianensis、桑植腹链蛇H. sangzhiensis、维西腹链蛇H. weixiensis、右江腹链蛇H. youjiangensis等新种被发现，这表明对东亚腹链蛇这一属的物种多样性调查研究尚需持续推进。
美国国家科学院Lonnie Thompson院士和Ellen Mosley-Thompson院士访问中国科学院青藏高原研究所和青藏高原地球科学卓越创新中心（图）
中国科学院青藏高原研究所 气候变化 全球变暖 人类活动
2016/8/24
应中国科学院青藏高原研究所（以下简称“青藏高原所”）、青藏高原地球科学卓越创新中心（以下简称“青藏卓越中心”）姚檀栋院士的邀请，美国俄亥俄州立大学伯德极地研究中心教授、美国国家科学院Lonnie Thompson院士和Ellen Mosley-Thompson院士于2016年8月19日到访青藏高原所和青藏卓越中心交流并作学术报告。本次学术报告的主题为“气候变化：证据，人类和选择”。Ellen Mo...
Professor Scott M. Thompson,Department of Physiology at University of Maryland（图）
Department of Physiology at University of Maryland Professor Physiology
2016/1/13
Scott M. Thompson graduated from Cornell University in 1979 with a B.S. in Biology with a concentration in Neurobiology. From 1979-1981 I worked in the laboratory of Dr. Richard Robertson in the Depar...
Associate Professor Richard B. Thompson，Department of Biochemistry & Molecular Biology at University of Maryland（图）
Associate Professor Richard B. Thompson Department of Biochemistry & Molecular Biology at University of Maryland
2015/12/22
Associate Professor Richard B. Thompson，Department of Biochemistry & Molecular Biology at University of Maryland,Our research is generally focused on the development of fluorescence-based biosensors ...
FAST GROWTH IN THE FOLNER FUNCTION FOR THOMPSON’S GROUP F
FAST GROWTH FOLNER FUNCTION THOMPSON’S GROUP F
2015/8/17
The purpose of this note is to prove a lower bound on the growth of Følner functions for Thompson’s group F . Specifically I will prove that, for any finite generating set Γ ⊆ F , there is ...
Thompson's group F and Linear group GL_{infty}(ZZ)
Thompson's group F Word-metric Lipschitz map
2011/10/20
Thepaper proves that there is an injective Lipschitz map arphi:(F, d_{S})longrightarrow(H,d),where F is the Thompson's group, d_{S} is the word-metric of F with respect to the finite generating set S...
On finite decomposition complexity of Thompson's group F
Thompson's group F Finite decomposition complexity Word-metric Exact metric spaces Reduced forest diagram
2011/10/20
Finite decomposition complexity m(FDC) is a large scale property of a metricspace. It generalizes finite asymptoticdimension and applies to a wide class of groups. To make the property quantitative, a...
Distortion of wreath product in Thompson's group F
Thompson's group F restricted wreath product quasi-isometrically embedded
2011/10/20
Distortion of subgroups in finitely generated groups is a topical subject in geometric group theory.Thompson's group F has important tools of reduced tree diagrams and reduced forest diagrams. Using t...
The automorphism group of Thompson's group F: subgroups and metric properties
automorphism group Thompson's group F subgroups and metric properties
2011/9/16
Abstract: We describe some of the geometric properties of the automorphism group Aut(F) of Thompson's group F. We give realizations of Aut(F) geometrically via periodic tree pair diagrams, which lead ...
Centralizers in R. Thompson's group V_n
Centralizers R. Thompson's group Group Theory Dynamical Systems
2011/8/25
Abstract: Let n be bigger than 1 and let A be an element in the Higman-Thompson group V_n. We study the structure of the centralizer of a in V_n through a careful analysis of the action of the group g...
Abstract: Let X and Y be two nxn Hermitian matrices. In the article "Proof of a conjectured exponential formula" (Linear and Multilinear Algebra (19) 1986, 187-197) R. C. Thompson proved that there ex...
On Explicit Holmes-Thompson Area Formula in Integral Geometry
Minkowski space Holmes-Thompson Volume symplectic structure
2010/12/13
In this article, we give an exposition on the Holmes-Thompson theory developed by Alvarez. The space of geodesics in Minkowski space has a symplectic structure which is induced by the projection from ...
Cohomological finiteness properties of the Brin-Thompson-Higman groups 2V and 3V
Cohomological finiteness properties Brin-Thompson-Higman groups 2V 3V
2010/12/10
We show that Brin’s generalisations 2V and 3V of the Thompson-Higman group V are of type FP1. Our methods also give a new proof that both groups are finitely presented.
A slight modification of the definition of the Thompson-Higman groups Gk,1 and Fk,1 leads to
inverse monoids that map onto Gk,1 (respectively Fk,1), and that have interesting properties: they are fin...
A Metric Inequality for the Thompson and Hilbert Geometries
Hilbert geometry Thompson's part metric Cone metric Non-positive curvature Finsler space
2008/7/3
There are two natural metrics defined on an arbitrary convex cone: Thompson's part metric and Hilbert's projective metric. For both, we establish an inequality giving information about how far the met...