3 citations · 3 across the 2 of their papers we have counts for
13 papers
Symplectic instanton knot homology
David G. White
There have been a number of constructions of Lagrangian Floer homology invariants for -manifolds defined in terms of symplectic character varieties arising from Heegaard splitti…
Substitudes, Bousfield localization, higher braided operads, and Baez-Dolan stabilization
David White
This short note reports on joint work with Michael Batanin towards a general machine for proving Baez-Dolan Stabilization Theorems for various models of higher categories, based on…
Homotopy theory of algebras of substitudes and their localisation
Michael Batanin, David White
We study the category of algebras of substitudes (also known to be equivalent to the regular patterns of Getzler) equipped with a (semi)model structure lifted from the model struct…
Left Bousfield localization without left properness
David White, Michael Batanin
Given a combinatorial (semi-)model category and a set of morphisms , we establish the existence of a semi-model category satisfying the universal property of the lef…
Comonadic Coalgebras and Bousfield Localization
David White, Donald Yau
For a model category, we prove that taking the category of coalgebras over a comonad commutes with left Bousfield localization in a suitable sense. Then we prove a general existenc…
A variant of a Dwyer-Kan theorem for model categories
Boris Chorny, David White
If all objects of a simplicial combinatorial model category \cat A are cofibrant, then there exists the homotopy model structure on the category of small functors $\sS^{\cat A}$, w…