C. S. Rajan

activity

20102016

most citedOn a spectral analogue of the strong multiplicity one theorem

2 citations · 2 across the 5 of their papers we have counts for

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math.AG2010

An example of non-homeomorphic conjugate varieties

C. S. Rajan

We give examples of smooth quasi-projective varieties over complex numbers, in the context of connected Shimura varieties, which are not homeomorphic to a conjugate of itself by an…

math.GN2010

On Cohomology theory for topological groups

Arati S. Khedekar, C. S. Rajan

We construct some new cohomology theories for topological groups and Lie groups and study some of its basic properties. For example, we introduce a cohomology theory based on measu…

math.RT2010★ 2 cited

On a spectral analogue of the strong multiplicity one theorem

Chandrasheel Bhagwat, C. S. Rajan

We prove spectral analogues of the classical strong multiplicity one theorem for newforms. Let $Γ_{1}$ and $Γ_{2}$ be uniform lattices in a semisimple group $G$ . Suppose all but finite…