 About 206 results  books.google.com See also CHVATAL'S THEOREM, DIRAC'S THEOREM, EULERIAN CIRCUIT,
EULER GRAPH, GRINBERG FORMULA, HAMILTONIAN GRAPH,
HAMILTONIAN PATH, ICOSIAN GAME, KOZYREVGRINBERG THEORY, ORE'S
THEOREM, ... 

 books.google.com I see nothing that need be added to Chapter 2 beyond a recommendation to read
the chapter on Kozyrev—Grinberg theory in Ross Honsberger's Mathematical
Gems, Vol. 1 (Mathematical Association of America, 1973). But perhaps the
reader ... 

 books.google.com Béla Bollobás. If in a plane map there are/; isided regions and relation (11) fails,
no matter how we partition ft into nonnegative integers f'i and /)', then the graph
of the map is nonHamiltonian. As pointed out by Grinberg and Kozyrev (see ... 

 books.google.com One wonders how far the KozyrevGrinberg theory could be extended. Can all
the known nonHamiltonian maps be simply explained by this theory or by
refinements of it? It is amusing to note that the nonHamiltonian character of the
map of ... 

 books.google.com THE. KOZYREVGRINBERG. THEORY. OF. HAMILTONIAN. CIRCUITS. 1.
Introduction. Hamiltonian circuits were introduced in the essay on Louis P6sa. (
We recall that a Hamiltonian circuit in a graph is one which passes through every
vertex ... 

 books.google.com In 1968, two Soviet mathematicians Kozyrev and Grinberg gave a necessary
condition to planar graphs with Hamiltonian cycles. Theorem 4 If a planar graph
has a Hamiltonian cycle c , let f] be the number of ipolygons inside c , and /Tbe
the ... 

 books.google.com ... Paris, 1967, 373382. H. SACHS, “Ein von Kozyrev und Grinberg angegebener
nichthamiltonischer kubischer planarer Graph”. ... W. T. TUTTE “Hamiltonian
Circuits", in Graph Theory and Computing (R. C. READ), Acad. Press, 1972, H. 

 books.google.com ... Louis Posa; Equilateral Triangles; The Orchard Problem; ACurves; It's
Combinatorics that Counts!; The KozyrevGrinberg Theory of Hamiltonian Circuits
; Morley's Theorem; A Problem in Combinatorics; MultiplyPerfect,
Superabundant, and ... 

 books.google.com ... Louis P6sa; Equilateral Triangles; The Orchard Problem; ACurves; It's
Combinatorics that Counts!; The KozyrevGrinberg Theory of Hamiltonian Circuits
; Morley's Theorem; A Problem in Combinatorics; MultiplyPerfect,
Superabundant, and ... 

 books.google.com and Soviet Theoretical Physics in the Thirties Gennady Gorelik, Victor Ya. ... 24
Grinberg, GA. ... 11 Kozyrev, A.A. ll Kozyrev, N.A. 23, 25—26, 141 Kramers,
Hendrik Anron 81 Kramers, Hendrik Anton 64 Kramers, Henrik Anton 146
Kravtsov, ... 

 