Ajay Kumar

activity

20112021

most citedPolynomials in operator space theory: matrix ordering and algebraic aspects

6 citations · 27 across the 27 of their papers we have counts for

collaborators

Showing 2015Show all

4 papers · 1 filter

math.AP2015

Polyharmonic polynomials and mixed boundary value problems in the Heisenberg group $H_{n}$

S. Dubey, A. Kumar, M. M. Mishra

We study the polyharmonic Neumann and mixed boundary value problems on the Korányi ball in the Heisenberg group $\H_n$. Necessary and sufficient solvability conditions are obtained…

math.RT2015

Qualitative Uncertainty Principle for Gabor transform

Ashish Bansal, Ajay Kumar

We discuss the Qualitative Uncertainty Principle for Gabor transform on certain classes of the locally compact groups, like abelian groups, $R^{n} \times K$ , $K \ltimes \math…

math.RT2015

Heisenberg Uncertainty Inequality for Gabor Transform

Ashish Bansal, Ajay Kumar

We discuss Heisenberg uncertainty inequality for groups of the form $K ⋉ R^{n}$ , $K$ is a separable unimodular locally compact group of type I. This inequality is also…

math.FA2015

$λ$ -tensor product of operator spaces

Vandana Rajpal, Ajay Kumar

We propose a theory of $λ$ -tensor product of operator spaces which extends the theory of Blecher-Paulsen and Effros-Ruan for the operator space projective tensor product \cite{blec…

Polyharmonic polynomials and mixed boundary value problems in the Heisenberg group Hn​

Qualitative Uncertainty Principle for Gabor transform

Heisenberg Uncertainty Inequality for Gabor Transform

λ-tensor product of operator spaces

Polyharmonic polynomials and mixed boundary value problems in the Heisenberg group $H_{n}$

$λ$ -tensor product of operator spaces