DOIAbstract
AbstractIt is proved in [1] that if a tree T of order n is not a star, then there exists an edge-disjoint placement of two copies of this tree into its fourth power.In this paper, we prove the packing of some trees into their third power
AbstractIt is proved in [1] that if a tree T of order n is not a star, then there exists an edge-disjoint placement of two copies of this tree into its fourth power.In this paper, we prove the packing of some trees into their third power
This dissertation concerns two related problems within Graph Theory. The first problem involves the ...
summary:In considering packing three copies of a tree into a complete bipartite graph, H. Wang (2009...
AbstractLet G be a simple graph of order n and size e(G). It is well known that if e(G)⩽n−2 then the...
AbstractIt is well known that if a tree T of order n is not a star, then there exists an edge-disjoi...
AbstractIt is proved in [1] that if a tree T of order n is not a star, then there exists an edge-dis...
AbstractWe present some results concerning edge-disjoint placement of two or three copies of a tree,...
AbstractA graph H of order n is said to be k-placeable into a graph G of order n, if G contains k ed...
H. Kheddouci, J.F. Saclé and M. Woźniak conjectured in 2000 that if a tree T is not a star, then the...
AbstractA three T of order n is said to be 3-placeable if there are three edge-disjoint copies of T ...
AMS Subject Classication: 05C70 Abstract. For any tree T of order n, there is a packing of three cop...
AbstractWe present the complete result concerning the packing (i.e. the edge-disjoint placement) of ...
AbstractWe present complete results concerning edge-disjoint placement of three trees of orderninto ...
Packing graphs is a combinatorial problem where several given graphs are being mapped into a common ...
Packing graphs is a combinatorial problem where several given graphs are being mapped into a common ...
The Gyárfás tree packing conjecture asserts that any set of trees with 2,3,...,k vertices has an (ed...
This dissertation concerns two related problems within Graph Theory. The first problem involves the ...
summary:In considering packing three copies of a tree into a complete bipartite graph, H. Wang (2009...
AbstractLet G be a simple graph of order n and size e(G). It is well known that if e(G)⩽n−2 then the...
AbstractIt is well known that if a tree T of order n is not a star, then there exists an edge-disjoi...
AbstractIt is proved in [1] that if a tree T of order n is not a star, then there exists an edge-dis...
AbstractWe present some results concerning edge-disjoint placement of two or three copies of a tree,...
AbstractA graph H of order n is said to be k-placeable into a graph G of order n, if G contains k ed...
H. Kheddouci, J.F. Saclé and M. Woźniak conjectured in 2000 that if a tree T is not a star, then the...
AbstractA three T of order n is said to be 3-placeable if there are three edge-disjoint copies of T ...
AMS Subject Classication: 05C70 Abstract. For any tree T of order n, there is a packing of three cop...
AbstractWe present the complete result concerning the packing (i.e. the edge-disjoint placement) of ...
AbstractWe present complete results concerning edge-disjoint placement of three trees of orderninto ...
Packing graphs is a combinatorial problem where several given graphs are being mapped into a common ...
Packing graphs is a combinatorial problem where several given graphs are being mapped into a common ...
The Gyárfás tree packing conjecture asserts that any set of trees with 2,3,...,k vertices has an (ed...
This dissertation concerns two related problems within Graph Theory. The first problem involves the ...
summary:In considering packing three copies of a tree into a complete bipartite graph, H. Wang (2009...
AbstractLet G be a simple graph of order n and size e(G). It is well known that if e(G)⩽n−2 then the...
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