8 citations · 14 across the 3 of their papers we have counts for
3 papers
math.GR2024
The cancellation property for projective modules over integral group rings
John Nicholson
We obtain a partial classification of the finite groups for which the integral group ring has projective cancellation, i.e. for which $P \oplus \mathbb{Z} G \con…
math.AT2020★ 6 cited
Projective modules and the homotopy classification of -complexes
John Nicholson
A -complex is an -dimensional CW-complex with fundamental group and whose universal cover is -connected. If has periodic cohomology then, for appropriate $…
math.KT2018★ 8 cited
A cancellation theorem for modules over integral group rings
John Nicholson
A long standing problem, which has its roots in low-dimensional homotopy theory, is to classify all finite groups for which the integral group ring has stably fre…