We discuss some properties of topological fundamental groups....

In this talk, we discuss on the covering and immersion

of graphs. Based on some properties, we establish some results

about relation between immersion and covering. In particular, we

give some condition ...

Let $p:X\\rightarrow X/A$ be a quotient map, where $A$ is a subspace of $X$. We explore conditions under which $p_*(\\pi_1^{qtop}(X,x_0))$ is dense in $\\pi_1^{qtop}(X/A,*))$, where the fundamental groups enjoy the natural quotient topology...

The class of slender groups is closed under direct sums, but it is not closed under
direct product. Also, the class of noncommutatively slender groups is closed under
weak direct products, but i t i s not closed under ...

In this talk we present a Van-Kampen type theorem for topological

fundamental groups. As a consequence we show that the topological

fundamental group of a union space of open subspaces with simply connected...

In this talk, we put a topology on the fundamental group of certain spaces....

In this talk, after reviewing the concept of local homeomorphisms, covering maps and fundamental

groups, first we mention a result on uniqueness of lifting for local homeomorphism. Second, we

prove some of ...

In this talk, we discuss on the covering and immersion of graph. Based on some properties, we generalize the concept of covering graph and establish some results about relation between immersion and generalized covering.

In this talk, we study the relation between topological complexity and the structure of fundamental groups of spaces. The topological complexity denoted by TC is the number of rules needed for robotic motions in any space X....

In this talk, after reviewing the concept of covering and semicovering maps, first we give a

modified definition for semicovering maps which seems simpler than the original one given by

J. Brazas. Second we ...