List of publications

# List of Publications

If you need a copy of any of the following mail to creraja@isibang.ac.in

1.  S. G. Dani and C. R. E. Raja
Asymptotics of measures under group automorphisms and an application to factor sets
Lie groups and ergodic theory (Mumbai, 1996), 59-73,
Tata Inst. Fund. Res. Stud. Math., 14, Tata Inst. Fund. Res., Bombay, 1998.

1. S. G. Dani and C. R. E. Raja
A note on Tortrat Groups
Journal of Theoretical Probability, 11 (1998), 571-576.

1. C. R. E. Raja
Stable probability measures on p-adic Lie groups
Sankhya Series A, 61 (1999), 1-11.

1. C. R. E. Raja
A note on the equation \lambda *\rho *\mu = \rho
Bull. Austral. Math. Soc., 59 (1999), 421-426.

1. C. R. E. Raja
On a class of Hungarian semigroups and factorization theorem of Khinchin
Journal of Theoretical Probability, 12 (1999), 561-569.

1. C. R. E. Raja
On classes of p-adic Lie groups
New York J. Math. 5 (1999), 101-105.

1. C. R. E. Raja
Weak mixing and Unitary representation problem
Bull. Sci. Math. 124 (2000), 517-523
"(see [17] for some corrections and modications.)".

1. C. R. E. Raja and Riddhi Shah
Factorization theorems for T-decomposable measures on groups
Monatsh. Math. 133 (2001), 223-239.

1. P. Graczyk and C. R. E. Raja
Classical Theorems of probability on Gelfand Pairs - Khinchin and Cramer Theorems
Israel Joural of Mathematics 132 (2002), 61-107.

1. C. R. E. Raja
Identity excluding groups

Bull. Sci. Math. 126 (2002), 763-772
"(see [17] for some corrections and modications.)".

1. C. R. E. Raja
On heredity of strongly proximal actions
Archivum Math. (Brno) 39 (2003), 51-55.

1. C. R. E. Raja
Normed convergence property for hypergroups admitting an invariant measure
Southeast Asian Bulletin of Mathematics, 26 (2002), 479-481.

1. C. R. E. Raja
Krengel-Lin decomposition for probability measures on hypergroups
Bull. Sci. Math. 127 (2003), 283-291.

1. C. R. E. Raja
Absolute continuity of autophage measures on finite-dimensional vector spaces
Math. Nachr. 263-264 (2004), 198-203.

1. C. R. E. Raja
Ergodic ameanble actions of algebraic groups
Glasgow Mathematical Journal, 46 (2004), 97-100.

1. C. R. E. Raja
Opertor Semi-selfdecomposable measures and related nested subclasses of measures on vector spaces
Monatsh. Math. 142 (2004), 351-361.

1. C. R. E. Raja
A note on unitary representation problem with corrigenda to the articles Weak mixing and unitary
representation problem,
Bull. Sci. Math. 124 (2000) 517-523 and Identity excluding groups, Bull. Sci. Math. 126 (2002) 763-762
Bull. Sci. Math. 128 (2004), 803-809.

1. C. R. E. Raja
On growth, recurrence and Choquet-Deny Theorem for p-adic Lie groups
Math. Z 251 (2005), 827-847.

/ The final publication is available at www.springerlink.com

1. W. Jaworski and C. R. E. Raja
The Choquet-Deny Theorem and distal properties of totally disconnected locally compact groups of polynomial growth
New York Journal of Mathematics 13 (2007), 159-174.

/

1. C. R. E. Raja and R. Schott
Recurrent random walks on homogeneous spaces of p-adic algebraic groups of polynomial growth
Archiv der Mathematik (Basel) 91 (2008), 379-384.

/ The final publication is available at www.springerlink.com

1. C. R. E. Raja
Distal actions and ergodic actions on compact groups
New York Journal of Mathematics 15 (2009), 301-318.

/

1. C. R. E. Raja and R. Shah
Distal actions and shifted convolution property
Israel Journal of Mathematics 177 (2010), 391-412.

/ The final publication is available at www.springerlink.com

1. C. R. E. Raja
On the existence of ergodic automorphisms in ergodic ${\mathbb Z} ^d$-actions on compact groups
Ergodic Theory and Dynamical Systems 30 (2010), 1803-1816.

/

1. Y. Guivarc'h and C. R. E. Raja
Polynomial Growth, Recurrence and Ergodicity for Random Walks on Locally Compact Groups and Homogeneous Spaces
Progress in Probability, Vol. 64, 65-74.

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1. Y. Guivarc'h and C. R. E. Raja
Recurrence and ergodicity of random walks on linear groups and on homogeneous spaces
Ergodic Theory and Dynamical Systems (2012), 32, 1313--1349.

1. C. R. E. Raja
A stochastic difference equation with stationary noise on groups
Canadian Journal of Mathematics 64 (2012), 1075-1089. http://dx.doi.org:10.4153/CJM-2011-094-6

1. C. R. E. Raja
Strong relative property (T) and spectral gap of random walks
Geometriae Dedicata 164 (2013), 9-25.

1. C. R. E. Raja
Liouville property on $G$-spaces
Proceedings of the Conference on Recent Trends in Ergodic Theory and Dynamical Systems, Contemporary Mathematics 631, AMS, 2015.

1. C. R. E. Raja
Operator decomposable measures and stochastic difference equation
Journal of Theoretical Probability 28 (2015), no. 3, 785-803.