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書評 Clara Loh : Geometric Group Theory : An Introduction, Universitext, Springer, 2017年, ⅺ+389ページ

書評 Clara Loh : Geometric Group Theory : An Introduction, Universitext, Springer, 2017年, ⅺ+389ページ
紙記事
正井 秀俊<Z15-25>数学 / 日本数学会 編74(2):2022.春季p.194-198
国立国会図書館全国の図書館

The mapping class group from the viewpoint of measure equivalence theory (General and Geometric Topology and Geometric Group Theory)

The mapping class group from the viewpoint of measure equivalence theory (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
木田 良才<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.65～70
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Random Groups and Property(T) (General and Geometric Topology and Geometric Group Theory)

Random Groups and Property(T) (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
近藤 剛史<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.43～47
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On boundaries of some Coxeter groups (General and Geometric Topology and Geometric Group Theory)

On boundaries of some Coxeter groups (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
山形 紗恵子<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.37～42
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Groups of Measure-Preserving Homeomorphisms of Noncompact 2-Manifolds (General and Geometric Topology and Geometric Group Theory)

Groups of Measure-Preserving Homeomorphisms of Noncompact 2-Manifolds (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
矢ヶ崎 達彦<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.78～83
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A fixed-point theorem for discrete-group actions on Hadamard spaces (General and Geometric Topology and Geometric Group Theory)

A fixed-point theorem for discrete-group actions on Hadamard spaces (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
井関 裕靖, 近藤 剛史, 納谷 信<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.56～64
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A Relation Between ω-Limit Sets and Positive Topological Entropy of Graph Maps (General and Geometric Topology and Geometric Group Theory)

A Relation Between ω-Limit Sets and Positive Topological Entropy of Graph Maps (General and Geometric Topology and Geometric Group Theory)
紙記事
知念 直紹<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.48～51
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Rudin's Dowker space is base-normal--a direct proof (General and Geometric Topology and Geometric Group Theory)

Rudin's Dowker space is base-normal--a direct proof (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
山崎 薫里<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.94～99
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On 2-Spherical Cell-Like 2-Dimensional Peano Continuum (General and Geometric Topology and Geometric Group Theory)

On 2-Spherical Cell-Like 2-Dimensional Peano Continuum (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
Umed H. Karimov<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.52～55
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Upper Semicontinuous selections on Finitistic Spaces (General and Geometric Topology and Geometric Group Theory)

Upper Semicontinuous selections on Finitistic Spaces (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
山内 貴光<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.100～103
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Upper bounds of small transfinite compactness degree in metrizable spaces (General and Geometric Topology and Geometric Group Theory)

Upper bounds of small transfinite compactness degree in metrizable spaces (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
Vitalij Chatyrko, 服部 泰直<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.31～36
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Weak topologies, and determining covers (General and Geometric Topology and Geometric Group Theory)

Weak topologies, and determining covers (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
田中 祥雄<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.84～93
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Remainders and Smirnov compactifications (General and Geometric Topology and Geometric Group Theory)

Remainders and Smirnov compactifications (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
赤池 祐次, 知念 直紹, 友安 一夫<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.1～21
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Results on relative expandability and relative pseudocompactness (General and Geometric Topology and Geometric Group Theory)

Results on relative expandability and relative pseudocompactness (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
川口 慎二<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.104～119
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Topological entropy and a theorem of Misiurewicz, Szlenk and Young (General and Geometric Topology and Geometric Group Theory)

Topological entropy and a theorem of Misiurewicz, Szlenk and Young (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
加藤 久男<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.71～77
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New Results on Uniform Covers (General and Geometric Topology and Geometric Group Theory)

New Results on Uniform Covers (General and Geometric Topology and Geometric Group Theory)
紙デジタル記事
Aarno Hohti<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.22～30
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General and Geometric Topology and Geometric Group Theory

General and Geometric Topology and Geometric Group Theory
紙記事
<Z43-1336>数理解析研究所講究録(通号 1492) 2006.5p.1～121
国立国会図書館全国の図書館

Hyperbolic geometry and geometric group theory (Advanced studies in pure mathematics ; 73)

Hyperbolic geometry and geometric group theory (Advanced studies in pure mathematics ; 73)
紙図書
edited by Koji Fujiwara, Sadayoshi Kojima, Ken'ichi OhshikaThe Mathematical Society of Japanc2017<M18-B1578>
国立国会図書館

In the tradition of Thurston. II Geometry and groups

In the tradition of Thurston. II Geometry and groups
紙図書
Ken'ichi Ohshika, Athanase Papadopoulos, editorsSpringer[2022]<MA81-D15>
国立国会図書館
  • 要約等...bolic Kleinian groups, Mobius struc......es of Kleinian groups, hyperbolic groups and holomorph......aps, automatic groups, and the comb......t-angled Artin groups
  • 内容細目...bolic Kleinian Groups 2.1 Introduct......of Discrete Subgroups of PU(n,1) 2.......omposition 2.5 Geometrically Finite Groups 2.6 Ends of N......bolic Kleinian Groups and Function Theory on Complex Hyp......lic Spaces and Groups Appendix D: O......es on Function Theory on Complex Man......ix B: Category Theory 4 Cone 3-Manif......Seiberg-Witten Theory 5.4.2 Seiberg-Witten Invarian...
  • 件名...2012. Geometry Group theory Geometry. Group theory.

Geometrical formulation of renormalization-group method as an asymptotic analysis : with applications to derivation of causal fluid dynamics (Fundamental theories of physics ; volume 206)

Geometrical formulation of renormalization-group method as an asymptotic analysis : with applications to derivation of causal fluid dynamics (Fundamental theories of physics ; volume 206)
紙図書
Teiji Kunihiro, Yuta Kikuchi, Kyosuke TsumuraSpringer[2022]<MC43-D9>
国立国会図書館
  • 要約等...enormalization-group (RG) method an......t scheme, in a geometrical point of vie......tion of the RG theory, including its......enormalization theory in quantum field theory
  • 内容細目...tion to the RG Theory in Quantum Field Theory Resummation of the Perturbati...
  • 件名Renormalization group Groupe de renormalisation Renormalization group.