BOOK-CHAPTER

Quasi-invariant measures

Alexander Kharazishvili

Year: 2009 Atlantis studies in mathematics Pages: 63-78   Publisher: Atlantis Press

Abstract

Let E be an arbitrary set and let G be a group of transformations of E; in this case, we usually say that the pair (E,G) is a space equipped with a transformation group (see Chapters 2 and 3).

Keywords:
Transformation group Invariant (physics) Mathematics Transformation (genetics) Group (periodic table) Combinatorics Pure mathematics Discrete mathematics Physics Mathematical physics

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5
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2.38
FWCI (Field Weighted Citation Impact)
0
Refs
0.86
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Citation History

Topics

Mathematical Dynamics and Fractals
Physical Sciences →  Mathematics →  Mathematical Physics
Advanced Topology and Set Theory
Physical Sciences →  Mathematics →  Geometry and Topology
Functional Equations Stability Results
Physical Sciences →  Mathematics →  Applied Mathematics

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