4 citations · 6 across the 9 of their papers we have counts for
4 papers · 2 filters
Sullivan minimal models of operad algebras
Joana Cirici, Agustí Roig
We prove the existence of Sullivan minimal models of operad algebras, for a quite wide family of operads in the category of complexes of vector spaces over a field of characteristi…
Weight decompositions of Thom spaces of vector bundles in rational homotopy theory
Urtzi Buijs, Federico Cantero Morán, Joana Cirici
Motivated by the theory of representability classes by submanifolds, we study the rational homotopy theory of Thom spaces of vector bundles. We first give a Thom isomorphism at the…
Derived A-infinity algebras and their homotopies
Joana Cirici, Daniela Egas Santander, Muriel Livernet +1
The notion of a derived A-infinity algebra, considered by Sagave, is a generalization of the classical notion of A-infinity algebra, relevant to the case where one works over a com…
Mixed Hodge structures on the intersection homotopy type of complex varieties with isolated singularities
David Chataur, Joana Cirici
A homotopical treatment of intersection cohomology recently developed by Chataur-Saralegui-Tanré associates a "perverse algebraic model" to every topological pseudomanifold, extend…