6 citations · 6 across the 5 of their papers we have counts for
8 papers
The ideal structure of the minimal Tensor Product of Ternary Rings of Operators
Vandana Rajpal, Arpit Kansal
Let \( V \) be a ternary ring of operator and \( B \) a \( C^* \)-algebra. We study the structure of the ideal space of the operator space injective tensor product \( V \otimes^{\m…
Ideal Spaces of the Haagerup Tensor Product of Ternary Rings of Operators
Vandana Rajpal, Arpit Kansal
We characterize the primal, factorial, and Glimm ideals of the Haagerup tensor product of a TRO and a -algebra .
Polynomials in operator space theory: matrix ordering and algebraic aspects
Preeti Luthra, Ajay Kumar, Vandana Rajpal
We extend the -theory of operator spaces given by Defant and Wiesner (2014), that generalizes the notion of the projective, Haagerup and Schur tensor norm for operator spaces to…
-tensor product of operator spaces
Vandana Rajpal, Ajay Kumar
We propose a theory of -tensor product of operator spaces which extends the theory of Blecher-Paulsen and Effros-Ruan for the operator space projective tensor product \cite{blec…
Arens regularity of projective tensor products
Ajay Kumar, Vandana Rajpal
For completely contractive Banach algebras and (respectively operator algebras and ), the necessary and sufficient conditions for the operator space projective tenso…
Schur tensor product of operator spaces
Vandana Rajpal, Ajay Kumar, Takashi Itoh
We develop a systematic study of the schur tensor product both in the category of operator spaces and in that of -algebras.