Knot Groups

前表紙
Princeton University Press, 1965/03/21 - 113 ページ

A classic treatment of knot groups from the acclaimed Annals of Mathematics Studies series

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目次

NOTATION AND CONVENTIONS
1
THE COMMUTATOR SUBGROUP AND THE ALEXANDER MATRIX
25
SUBGROUPS
49
REPRESENTATIONS
61
AUTOMORPHISMS
67
A GROUP OF GROUPS
75
THE CHARACTERIZATION PROBLEM
87
THE STRENGTH OF THE GROUP
93
PROBLEMS
99
BIBLIOGRAPHY e e e e e e e
107
INDEX e e s e e s e e e e
113
著作権

他の版 - すべて表示

Knot Groups
Lee Paul Neuwirth
限定表示 - 1965
Knot Groups
Lee Paul Neuwirth
限定表示 - 1965

多く使われている語句

2-simplex 2-simplices 3-manifold abelian admits Ag(t Alexander Matrix Alexander Polynomial algebraic assignment assume automorphism boundary Chapter closed coboundary column combinatorial commutator subgroup complement condition consider construction contains copy COROLLARY corresponding covering curve define definition denote described determined element equivalent exists extended fact finitely fixed follows formally free group free product fundamental group genus give given group G hence homeomorphism homotopy ideal identity imbedded implies induced integers interior Introduction isomorphic knot group leaves Lemma loop manifold Math means meridian module morphism natural neighbourhood non-trivial Note obtain operation orientation pair permutation presentation problem product with amalgamation proof proved question rank relation represents root satisfies simply connected space splitting complex structure Suppose surface symmetric Theorem Theory topological torus trivial

書誌情報

書籍名Knot Groups
Annals of Mathematics Studies 第 第 56 号 巻, ISSN 0066-2313
著者Lee Paul Neuwirth
版イラスト付き, 注釈付き
出版社Princeton University Press, 1965
ISBN0691079919, 9780691079912
ページ数113 ページ
  
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