Using the notion of truncating twisting function from a simplicial set to a cubical set a special,
bitwisted, Cartesian product of these sets is defined. For the universal truncating twisting …

We survey some recent advances in the homotopy theory of classifying spaces, and
homotopical group theory. We focus on the classification of p-compact groups in terms of …

In this thesis two different generalizations of Davis-Januszkiewicz spaces are presented.
The aim was not to generalize for the sake of abstractness, or because “it was possible” to …

We show that every monomial ring can be realized topologically by a certain topological
space. This space is called a generalized Davis-Januszkiewicz space and can be thought of …

Algebraic topology has proved to be a useful tool in the study of distributed computing. In
this paper, we take a geometric realization problem that arises in distributed computing and …

Abstract “What kind of ring can be represented as the singular cohomology ring of a space?”
is a classic problem in algebraic topology, posed by Steenrod. We consider this problem …

Let the pair (G, M) R denote a group G acting on an R-module M, R a unitary ring. We ask for
the existence of an R-local space X such that (E (X), π k (X)) R is equivalent, in a natural …

Realization of graded monomial ideal rings modulo torsion Page 1 T Algebraic & Geometric
Topology msp Volume 23 (2023) Realization of graded monomial ideal rings modulo torsion …

The Weyl group of a compact connected Lie group is a reflection group. If such Lie groups
are locally isomorphic, the representations of the Weyl groups are rationally equivalent …

arXiv:2306.01956v1 [math.AT] 2 Jun 2023 Page 1 arXiv:2306.01956v1 [math.AT] 2 Jun 2023
WEIGHTED POLYHEDRAL PRODUCTS AND STEENROD’S PROBLEM TSELEUNG SO …