Concepedia
Computers & Mathematics with Applications · 1997 · 93 citations · 4 references
Mathematical ProgrammingGeometric Graph TheoryGraph TheoryAlgebraic Graph TheoryTopological Graph TheoryHyper-hamilton LaceableDiscrete Mathematics
4
Almost all n-dimensional rectangular lattices are Hamilton-Laceable
Gustavus J. Simmons · 1977 · 60 citations
Discrete Geometry, Lattice (Order), N-dimensional Rectangular Lattices +2
One‐legged caterpillars span hypercubes
Ivan M. Havel, Petr Liebl · Journal of Graph Theory · 1986 · 39 citations
Maximum Degree 3, N Vertices, Terrestrial Arthropod +4
Spanning subgraphs of a hypercube iii: meshes
Frank Harary, Martin Lewinter · International Journal of Computer Mathematics · 1988 · 18 citations
N Paths, Geometric Graph Theory, Discrete Geometry +15
Spanning subgraphs of a hypercube IV: Rooted trees
Frank Harary, Martin Lewinter · Mathematical and Computer Modelling · 1993 · 10 citations
Network Science, Graph Theory, Engineering +8