4 citations · 4 across the 3 of their papers we have counts for
3 papers
math.AT2023
Loop Space Decompositions of Connected Sums and Applications to the Vigué-Poirrier Conjecture
Sebastian Chenery
Recent work of Beben and Theriault on decomposing based loop spaces of highly connected Poincaré Duality complexes has yielded new methods for analysing the homotopy theory of mani…
math.AT2022
A Homotopy Theoretic Analogue to a Theorem of Wall
Sebastian Chenery
It is a well-known result of C.T.C. Wall's that one may decompose a simply connected 6-manifold as a connected sum of two simpler manifolds. Recent work of Beben and Theriault on d…
math.AT2022★ 4 cited
The Rational Homotopy Type of Homotopy Fibrations Over Connected Sums
Sebastian Chenery
We provide a simple condition on rational cohomology for the total space of a pullback fibration over a connected sum to have the rational homotopy type of a connected sum, after l…