activity
20142022
most citedCharacterizations of almost greedy and partially greedy bases

3 citations · 3 across the 4 of their papers we have counts for

collaborators

7 papers

math.DS2022

Smooth Anosov Katok Diffeomorphisms With Generic Measure

Divya Khurana

We construct a plethora of Anosov-Katok diffeomorphisms with non-ergodic generic measures and various other mixing and topological properties. We also construct an explicit collect…

math.FA2021

Approximate smoothness in normed linear spaces

Jacek Chmieliński, Divya Khurana, Debmalya Sain

We introduce the notion of approximate smoothness in a normed linear space. We characterize this property and show the connections between smoothness and approximate smoothness for…

math.FA2020

Local approximate symmetry of Birkhoff-James orthogonality in normed linear spaces

Jacek Chmieliński, Divya Khurana, Debmalya Sain

Two different notions of approximate Birkhoff-James orthogonality in nor\-med linear spaces have been introduced by Dragomir and Chmie\-liń\-ski. In the present paper we consider a…

math.FA2020

Norm derivatives and geometry of bilinear operators

Divya Khurana, Debmalya Sain

We study the norm derivatives in the context of Birkhoff-James orthogonality in real Banach spaces. As an application of this, we obtain a complete characterization of the left-sym…

math.FA2018

Weight-partially greedy bases and weight-Property

Divya Khurana

In this paper, motivated by the notion of -Property defined in [2], we introduce the notions of -left Property and -right Property . We also introduce the…

math.FA2018★ 3 cited

Characterizations of almost greedy and partially greedy bases

S. J. Dilworth, Divya Khurana

We shall present new characterizations of partially greedy and almost greedy bases. A new class of basis (which we call reverse partially greedy basis) arises naturally from these…

math.FA2014

Ordinal indices for complemented subspaces of l_p

S. Dutta, D. Khurana

We provide complete isomorphic invariance of a class of translation invariant complemented subspaces of L_p constructed by Bourgain, Rosenthal and Schechtman. We compute ordinal L_…