Two of a Kind #07: Two's a Crowd

Two of a Kind #07: Two's a Crowd
Author: Mary-Kate & Ashley Olsen
Publisher: Harper Collins
Total Pages: 116
Release: 1999-10-06
Genre: Juvenile Fiction
ISBN: 9780061065774

Mary Kate and Ashley Olsen have a disagreement.

Algebra IX

Algebra IX
Author: A.I. Kostrikin
Publisher: Springer Science & Business Media
Total Pages: 248
Release: 2013-04-17
Genre: Mathematics
ISBN: 366203235X

The first contribution by Carter covers the theory of finite groups of Lie type, an important field of current mathematical research. In the second part, Platonov and Yanchevskii survey the structure of finite-dimensional division algebras, including an account of reduced K-theory.

Small Groups

Small Groups
Author: John M. Levine
Publisher: Psychology Press
Total Pages: 564
Release: 2008-02-19
Genre: Family & Relationships
ISBN: 1135471401

Research on small groups is highly diverse because investigators who study such groups vary in their disciplinary identifications, theoretical interests, and methodological preferences. The goal of this volume is to capture that diversity, and thereby convey the breadth and excitement of small group research by acquainting students with work on five fundamental aspects of groups. The volume also includes an introductory chapter by the editors which provides an overview of the history of and current state-of-the-art in the field. Together with introductions to each section, discussion questions and suggestions for further reading, make the volume ideal reading for senior undergraduate and graduate students interested in group dynamics.

The Crowd

The Crowd
Author: Gustave Le Bon
Publisher:
Total Pages: 680
Release: 1897
Genre: Crowds
ISBN:

Resolving Maps and the Dimension Group for Shifts of Finite Type

Resolving Maps and the Dimension Group for Shifts of Finite Type
Author: Mike Boyle
Publisher: American Mathematical Soc.
Total Pages: 157
Release: 1987
Genre: Mathematics
ISBN: 0821824406

We give several results on necessary and sufficient conditions for the existence of special classes of maps from one shift of finite type onto another of the same entropy. The classes we study include eventual right closing maps, common right closing extensions, and stable right closing maps. Some analogous results for sofic systems are also given. The necessary and sufficient conditions are described algebraically in terms of the dimension group associated to a shift of finite type by W. Krieger.