AbstractThomassen and Vella (Graph-like continua, augmenting arcs, and Menger’s Theorem, Combinatorica, doi:10.1007/s00493-008-2342-9) have recently introduced the notion of a graph-like space, simultaneously generalizing infinite graphs and many of the compact spaces recently used by Diestel or Richter (and their coauthors) to study cycle spaces and related problems in infinite graphs. This work is a survey to introduce graph-like spaces and shows how many of these works on compact spaces can be generalized to compact graph-like spaces
Graphons are analytic objects associated with convergent sequences of graphs. Problems from extremal...
[EN] Finite approximation of spaces by inverse sequences of graphs (in the category of so-called top...
We extend Tutte's result that in a finite 3-connected graph the cycle space is generated by th...
The cycle space of a finite graph is the subspace of the edge space generated by the edge sets of cy...
AbstractWe generalise a fundamental graph-theoretical fact, stating that every element of the cycle ...
The edge space of a finite graph G = (V, E) over a field F is simply an assignment of field element...
I hereby declare that I am the sole author of this thesis. This is a true copy of the thesis, includ...
AbstractWe study topological versions of paths, cycles and spanning trees in infinite graphs with en...
We extend the basic theory concerning the cycle space of a finite graph to arbitrary infinite graphs...
We adapt the cycle space of a finite or locally graph to graphs with vertices of infinite degree, u...
We adapt the cycle space of a finite or locally graph to graphs with vertices of infinite degree, us...
AbstractThis paper is the second of three parts of a comprehensive survey of a newly emerging field:...
AbstractWe generalise a fundamental graph-theoretical fact, stating that every element of the cycle ...
The main focus of this paper will be on two very different areas in which topology is relevant to th...
AbstractThis paper is the last part of a comprehensive survey of a newly emerging field: a topologic...
Graphons are analytic objects associated with convergent sequences of graphs. Problems from extremal...
[EN] Finite approximation of spaces by inverse sequences of graphs (in the category of so-called top...
We extend Tutte's result that in a finite 3-connected graph the cycle space is generated by th...
The cycle space of a finite graph is the subspace of the edge space generated by the edge sets of cy...
AbstractWe generalise a fundamental graph-theoretical fact, stating that every element of the cycle ...
The edge space of a finite graph G = (V, E) over a field F is simply an assignment of field element...
I hereby declare that I am the sole author of this thesis. This is a true copy of the thesis, includ...
AbstractWe study topological versions of paths, cycles and spanning trees in infinite graphs with en...
We extend the basic theory concerning the cycle space of a finite graph to arbitrary infinite graphs...
We adapt the cycle space of a finite or locally graph to graphs with vertices of infinite degree, u...
We adapt the cycle space of a finite or locally graph to graphs with vertices of infinite degree, us...
AbstractThis paper is the second of three parts of a comprehensive survey of a newly emerging field:...
AbstractWe generalise a fundamental graph-theoretical fact, stating that every element of the cycle ...
The main focus of this paper will be on two very different areas in which topology is relevant to th...
AbstractThis paper is the last part of a comprehensive survey of a newly emerging field: a topologic...
Graphons are analytic objects associated with convergent sequences of graphs. Problems from extremal...
[EN] Finite approximation of spaces by inverse sequences of graphs (in the category of so-called top...
We extend Tutte's result that in a finite 3-connected graph the cycle space is generated by th...