activity
20052019
most citedAlgebraic K-theory over the infinite dihedral group: an algebraic approach

21 citations · 66 across the 18 of their papers we have counts for

collaborators

18 papers

math.GT2019

Cardinal-indexed classifying spaces for families of subgroups of any topological group

Qayum Khan

For a topological group, existence theorems by Milnor (1956), Gelfand-Fuks (1968), and Segal (1975) of classifying spaces for principal -bundles are generalized to -space…

math.GT2019★ 1 cited

Countable approximation of topological -manifolds, III: arbitrary Lie groups

Qayum Khan

The Hilbert-Smith conjecture states, for any connected topological manifold , any locally compact subgroup of is a Lie group. We generalize basic results of…

math.GT2018

Countable approximation of topological -manifolds, II: linear Lie groups

Qayum Khan

Let be a matrix group. Topological -manifolds with Palais-proper action have the -homotopy type of countable -CW complexes (3.2). This generalizes E Elfving's disserta…

math.GT2017★ 1 cited

Countable approximation of topological -manifolds: compact Lie groups

Qayum Khan

Let be a compact Lie group. (Compact) topological -manifolds have the -homotopy type of (finite-dimensional) countable -CW complexes (2.5). This partly generalizes Elf…

math.GT2017★ 1 cited

Stable existence of incompressible 3-manifolds in 4-manifolds

Qayum Khan, Gerrit Smith

Given an injective amalgam at the level of fundamental groups and a specific 3-manifold, is there a corresponding geometric-topological decomposition of a given 4-manifold, in a st…

math.GT2016★ 6 cited

Cancellation for 4-manifolds with virtually abelian fundamental group

Qayum Khan

Suppose and are compact connected topological 4-manifolds with fundamental group . For any , is -stably homeomorphic to if $Y \# r(S^2 \times S…