1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.AT2013
Charged Spaces
John R. Klein, John W. Peter
A charged space is a space equipped with two distinct base points. Such spaces arise as the unreduced suspension of an unbased space. More generally, one can work in the fiberwise…
math.AT2012
Fake Wedges
John R. Klein, John W. Peter
A fake wedge is a diagram of spaces K <- A -> C whose double mapping cylinder is contractible. The terminology stems from the special case A = K v C with maps given by the projecti…
math.AT2012★ 1 cited
On the stabilization of embedded thickenings
John W. Peter
We define a space of relative embedded thickenings of a given map from a finite complex to a Poincare Duality space, and show that there is a highly connected stabilization map bet…