3 papers
math.KT2024
The complex K ring of the flip Stiefel manifolds
Samik Basu, Shilpa Gondhali, Fathima Safikaa
The flip Stiefel manifolds (FV_{m,2s}) are defined as the quotient of the real Stiefel manifolds (V_{m,2s}) induced by the simultaneous pairwise flipping of the co-ordinates by the…
math.AT2023
A Study of topology of the Flip Stiefel Manifolds
Samik Basu, Safikaa Fathima, Shilpa Gondhali
A well known quotient of the real Stiefel manifold is the projective Stiefel manifold. We introduce a new family of quotients of the real Stiefel manifold by cyclic group of order…
math.AT2015
Higher Toda brackets and Massey products
Hans-Joachim Baues, David Blanc, Shilpa Gondhali
We provide a uniform definition of higher order Toda brackets in a general setting, covering the known cases of long Toda brackets for topological spaces and chain complexes and Ma…