1 citations · 2 across the 5 of their papers we have counts for
5 papers
Intrinsic convergence of the homological Taylor tower for -immersions in
Gregory Arone, Franjo Sarcevic
For an integer , the space of -immersions of in is defined to be the space of immersions of in such that at most points of are mapped to…
The space of -immersions of a union of discs in
Gregory Arone, Franjo Sarcevic
For a manifold and an integer , the space of -immersions of in is defined to be the space of immersions of in such that the preimage…
Weighted simple games and the topology of simplicial complexes
Anastasia Brooks, Franjo Sarcevic, Ismar Volic
We use simplicial complexes to model simple games as well as weighted voting games where certain coalitions are considered impossible. Topological characterizations of various idea…
A streamlined proof of the convergence of the Taylor tower for embeddings in
Franjo Sarcevic, Ismar Volic
Manifold calculus of functors has in recent years been successfully used in the study of the topology of various spaces of embeddings of one manifold in another. Given a space of e…
Low stages of the Taylor tower for r-immersions
Bridget Schreiner, Franjo Sarcevic, Ismar Volic
We study the beginning of the Taylor tower, supplied by manifold calculus of functors, for the space of r-immersions, which are immersions without r-fold self-intersections. We des…