In this talk, we discuss on the category of local homeomorphisms of topological spaces with

unique path lifting property. We intend to find a classification of these local homeomorphisms

similar to the ...

In this talk, we introduce a topological interpretation for presentation of groups

which is presented by Brent Everit in 2003. In particular, Using simplicial complexes and

topological methods, we establishsome ...

In this talk, we deal with the solvable groups and we use topological methods to prove some

theorems in this field. In particular, we use Cayley graphs to construct suitable 2-complexes corresponding

to the ...

In this talk using a relationship between the Shur multiplier of a group G the fundamental group and the second homology group of the E-M spaces of G, we present new proves for some famous properties of the Shur multiplier ...

In this talk, using properties of fundamental groups and covering

spaces of connected polyhedra, we present topological proof for some

famous theorems in group theory such as Nielsen-Schreier theorem,

Kurosh ...

In this talk, using properties of fundamental groups and covering

spaces of connected polyhedra, we present topological proof for some famous

theorems in group theory such as Nielsen-Schreier theorem, Kurosh ...

In this talk using properties of fundamental groups and covering spaces of connected polyhedra and complexes, we present topological proofs for famous theorems about finitely presented groups....

groups and covering spaces, we give a classification

for connected covering spaces of X based on the conjugacy classes of subgroups with open core in

p qt o p

1 (X ; x ) ....

This paper is devoted to spaces that are not homotopically Hausdorff and study their covering spaces. We introduce the notion of small covering and prove that every small covering of $X$ is the universal covering in the categorical sense. Also, we...

H. Fischer et al. (Topology and its Application, 158 (2011) 397-408.) introduced the Spanier group of a based space $(X,x)$ which is denoted by $\\psp$.

By a Spanier space we mean a space $X$ such that $\\psp=\\pi_1(X,x)$, ...