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35 reviews(Ebook) Loops in Group Theory and Lie Theory 1st Edition by Péter Nagy, Karl Strambach - Ebook PDF Instant Download/Delivery: 9783110170108 ,3110170108
Full download (Ebook) Loops in Group Theory and Lie Theory 1st Edition after payment
Product details:
ISBN 10: 3110170108
ISBN 13: 9783110170108
Author: Péter Nagy, Karl Strambach
(Ebook) Loops in Group Theory and Lie Theory 1st Edition Table of contents:
Part I. General theory of transitive sections in groups and the geometry of loops
1 Elements of the theory of loops
1.1 Basic facts on loops
1.2 Loops as sections in groups
1.3 Topological loops and differentiable loops
2 Scheerer extensions of loops
3 Nets associated with loops
4 Local 3-nets
5 Loop-sections covered by 1-parameter subgroups and geodesic loops
6 Bol loops and symmetric spaces
7 Bol nets
8 Strongly topological and analytic Bol loops
9 Core of a Bol loop and Bruck loops
9.1 Core of a Bol loop
9.2 Symmetric spaces on differentiable Bol loops
10 Bruck loops and symmetric quasigroups over groups
11 Topological and differentiable Bruck loops
12 Bruck loops in algebraic groups
13 Core-related Bol loops
14 Products and loops as sections in compact Lie groups
14.1 Pseudo-direct products
14.2 Crossed direct products
14.3 Non-classical differentiable sections in compact Lie groups
14.4 Differentiable local Bol loops as local sections in compact Lie groups
15 Loops on symmetric spaces of groups
15.1 Basic constructions
15.2 A fundamental reduction
15.3 Core loops of direct products of groups
15.4 Scheerer extensions of groups by core loops
16 Loops with compact translation groups and compact Bol loops
17 Sharply transitive normal subgroups
Part II. Smooth loops on low dimensional manifolds
18 Loops on 1-manifolds
19 Topological loops on 2-dimensional manifolds
20 Topological loops on tori
21 Topological loops on the cylinder and on the plane
21.1 2-dimensional topological loops on the cylinder
21.2 Non-solvable left translation groups
22 The hyperbolic plane loop and its isotopism class
23 3-dimensional solvable left translation groups
23.1 The loops L(α) and their automorphism groups
23.2 Sharply transitive sections in £2 × ℝ
23.3 Sections in the 3-dimensional non-abelian nilpotent Lie group
23.4 Non-existence of strongly left alternative loops
24 4-dimensional left translation group
25 Classification of differentiable 2-dimensional Bol loops
26 Collineation groups of 4-dimensional Bol nets
27 Strongly left alternative plane left A-loops
28 Loops with Lie group of all translations
29 Multiplicative loops of locally compact connected quasifields
29.1 2-dimensional locally compact quasifields
29.2 Rees algebras Qε
29.3 Mutations of classical compact Moufang loops
Bibliography
Index
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Tags: Péter Nagy, Karl Strambach, Loops, Group, Lie Theory