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نمایش تعداد 1-10 از 27
ON THE REGULAR COVERING OF A GRAPH
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 ...
A Quotient OF Topological Fundamental Groups
In this talk, we discuss on the top ological prop erties of a
quotient of top ological fundamental groups via a new sub-groups of fundamental group, namely small generated sub-group, constructed by small lo ops which ...
On the generalized covering of a graph
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.
Topological complexity of some configuration space
In this paper we compute the topological complexity of configuration space of some robots with obstacle by using the methods of algebraic topology.
A Generalization of Normal Sets
Monotonic optimization is one of specially structured nonconvex problems that is frequently used in
application. Many nonconvex optimization problems in engineering could be directly converted to a
monotonic ...
On topological fundamental groups of quotient spaces
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 ...
Topological Fundamental Groups and Small Generated Coverings
This paper is devoted to study some topological properties of the SG subgroup, πsg1 (X, x), of the quasitopological fundamental group of a based space (X, x), πqtop1 (X, x), its topological properties as a subgroup of the ...
?When is a Local Homeomorphism a Semicovering Map
In this paper, by reviewing the concept of semicovering maps, we present some conditions under which a local homeomorphism becomes a semicovering map. We also obtain some conditions under which a local homeomorphism is a ...
On Weakly (Noncommutatively) Slender Groups
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 ...