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- Introduction to Group Theory
- Abelian Group Theory
- Geometry and Group Theory
- Lie Group Structures on Groups of Diffeomorphisms and Applications to Cr Manifolds
- The General Linear Group Related Groups
- Matrix Lie Groups and Control Theory
- Geometric Group Theory, an Introduction
- WHY GROUPS? Group Theory Is the Study of Symmetry. When an Object Appears Symmetric, Group Theory Can Help Us Study It. We Apply
- GROUP THEORY NOTES for the COURSE ALGEBRA 3, MATH 370 MCGILL UNIVERSITY, FALL 2003, VERSION: November 3, 2003
- Lie Groups and Lie Algebras (Fall 2019)
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- Abstract Algebra. Introduction to Group Theory
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- Some Model Theory of SL(2,R)
- Lie Groups, Lie Algebras, and Applications in Physics
- Group Theory in Chemistry
- Geometric Group Theory
- The Structure of Homeomorphism and Diffeomorphism
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- Dimensional Analysis, Scaling, Group Theory
- Minicourse: Topological Aspects of Diffeomorphism Groups. Abstract
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- The Framework of Music Theory As Represented with Groups
- 1. Introduction the Group SL2(Z), Which Lies Discretely in SL2(R)
- Minicourse: the Algebraic Structure of Diffeomorphism Groups Contents
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- R. Geoghegan Topological Methods in Group Theory Series: Graduate Texts in Mathematics, Vol
- Group Theory Notes
- Representation of Linear Groups Copy.Pdf
- Open Problems in Group Theory and Topology
- Geometric Group Theory: an Introduction
- Topology and Groups
- George A. Miller
- Absolute Order in General Linear Groups
- Geometric Group Theory Lecture Notes∗
- Topics in Geometric Group Theory
- Geometric and Combinatorial Group Theory
- Groups of Diffeomorphisms
- Lie Group Structures on Groups of Diffeomorphisms and Applications to CR Manifolds Tome 54, No 5 (2004), P
- Covering Group Theory for Topological Groups
- Introduction to Topological Groups
- The Formulation of the Group Concept
- Notes on Group Theory October 2011
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- An Introduction to Matrix Groups and Their Applications Andrew Baker
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- Group Theoretical Aspects of Quantum Mechanics
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