One of the most famous open problems in graph theory is the Graceful Tree Conjecture, which states that every finite tree has a graceful labeling. In this paper, we define graceful labelings for countably infinite graphs, and state and verify a Graceful Tree Conjecture for countably infinite trees.link_to_OA_fulltex
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
A graceful labeling of a graphG = (V;E) assigns jV j distinct integers from the set f0; : : : ; jEjg...
Abstract. Two general methods of constructing an infinite sequence (G = GI, G,,......) of graceful g...
A graceful labeling of a graph G with n edges is an injective function from the set of vertices of G...
The Graceful Tree Conjecture is a problem in graph theory that dates back to 1967. It suggests that...
The Graceful Tree Conjecture is a problem in graph theory that dates back to 1967. It suggests that...
grantor: University of TorontoIn this thesis we present several results about graceful and...
grantor: University of TorontoIn this thesis we present several results about graceful and...
A graceful labelling of an undirected graph G with n edges is a one-to-one function from the set of ...
Necessary conditions on the labels of a graceful graph are hardly present in the literature, the maj...
Graceful graphs were first studied by Rosa in 1966. The Kotzig-Ringel graceful tree conjecture state...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
A graceful labeling of a graphG = (V;E) assigns jV j distinct integers from the set f0; : : : ; jEjg...
Abstract. Two general methods of constructing an infinite sequence (G = GI, G,,......) of graceful g...
A graceful labeling of a graph G with n edges is an injective function from the set of vertices of G...
The Graceful Tree Conjecture is a problem in graph theory that dates back to 1967. It suggests that...
The Graceful Tree Conjecture is a problem in graph theory that dates back to 1967. It suggests that...
grantor: University of TorontoIn this thesis we present several results about graceful and...
grantor: University of TorontoIn this thesis we present several results about graceful and...
A graceful labelling of an undirected graph G with n edges is a one-to-one function from the set of ...
Necessary conditions on the labels of a graceful graph are hardly present in the literature, the maj...
Graceful graphs were first studied by Rosa in 1966. The Kotzig-Ringel graceful tree conjecture state...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
Two general methods of constructing an infinite sequence(G=G/sub1/,G/sub2/....) of graceful graphs G...
A graceful labeling of a graphG = (V;E) assigns jV j distinct integers from the set f0; : : : ; jEjg...
Abstract. Two general methods of constructing an infinite sequence (G = GI, G,,......) of graceful g...