C. Raja

collaborators

2 papers

math.DS2003

Ergodic amenable actions of algebraic groups

C. R. E. Raja

We prove that every ergodic amenable action of an algebraic group over a local field of characteristic zero is induced from an ergodic action of an amenable subgroup.

math.PR2002

Operator semi-selfdecomposable measures and related nested subclasses of measures on vector spaces

C. R. E. Raja

$T$ -semi-selfdecomposability and subclasses $L_{m} (b, Q)$ and $L ~_{m} (b, Q)$ of measures on complete separable metric vector spaces are introduced and basic properties are proved…