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(Progress in Mathematics) Patrick Dehornoy-Braids and Self-Distributivity -Birkh盲user Basel (2000).pdf

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文档介绍

文档介绍:Contents
Preface vii
Part A: Ordering the Braids
I. Braids vs. Self-Distributive Systems 1
Braid Groups ....................... 4
Braid Colourings ......................13
A Self-Distributive Operation on Braids ............26
Extended Braids ......................35
Notes ...........................44
II. Word Reversing 47
Presentations ................48
plements ...................58
Garside Elements .....................68
The Case of Braids .....................78
Double Reversing .....................87
Notes ..........................94
III. The Braid Order 97
More about Braid Colourings ................98
The Linear Ordering of Braids .............. 106
Handle Reduction .................... 115
Alternative Definitions .................. 127
Notes ......................... 137
iv Contents
IV. The Order on Positive Braids 141
The Case of Three Strands ................ 142
The General Case .................... 150
Applications ...................... 165
Notes ......................... 170
: Rank Tables ................... 172
Part B: Free LD-systems
V. Orders on Free LD-systems 175
Free Systems ...................... 178
The Absorption Property ................. 186
The Confluence Property ................. 193
parison Property ................ 200
Canonical Orders .................... 209
Applications ....................... 216
Notes .......................... 231
VI. Normal Forms 235
Terms as Trees ..................... 236
The Cuts of a Term ................... 242
The ∂-Normal Form ................... 250
The Right Normal Form ................. 256
Applications ...................... 271
Notes ......................... 276
: The First Codes ................. 280
VII. The Geometry Monoid 2

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