12 citations · 33 across the 14 of their papers we have counts for
14 papers
The Brylinski beta function of a double layer
Pooja Rani, M. K. Vemuri
An analogue of Brylinski's knot beta function is defined for a compactly supported (Schwartz) distribution on -dimensional Euclidean space. This is a holomorphic function on…
Inductive algebras for the motion group of the plane
Promod Sharma, M. K. Vemuri
Each irreducible representation of the motion group of the plane has a unique maximal inductive algebra, and it is self adjoint.
A new proof of Benedicks' Theorem for the Weyl Transform
M. K. Vemuri
Benedicks theorem for the Weyl Transform states: If the set of points where a function is nonzero is of finite measure, and its Weyl transform is a finite rank operator, then the f…
Inductive algebras for the affine group of a finite field
Promod Sharma, M. K. Vemuri
Each irreducible representation of the affine group of a finite field has a unique maximal inductive algebra, and it is self adjoint.
Raghavan Narsimhan's proof of L. Schwartz's perturbation theorem
M. K. Vemuri
Raghavan Narasimhan outlined a new proof of L. Schwartz's perturbation theorem during a course of lectures at IMSc, Chennai in Spring 2007. The details are given.
Benedicks' Theorem for the Weyl Transform
M. K. Vemuri
If the set of points where a function is nonzero is of finite measure, and its Weyl transform is a finite rank operator, then the function is identically zero.