[1] ACHARYA B. D.: Packing paгtitions and the packing numbeг of a gгaph. to appeaг.
[2] BEHZAD M.:
The total chromatic number of a gгaph: a survey, In: Combinatorial Mathematics and its Applications. Academic Press, London 1971, 1-8.
MR 0277430
[3] BERGE, C:
Graphes et hypergгaphes. Dunod, Paris 1970.
MR 0357173
[4] BOGUSZAK M., POLJAK S., TŮMA J.: A note on homomorpnism interpolation theoгems. to appeaг.
[5] BORIES F., JOLIVET J.-L.:
On complete colourings of graphs. In: Recent Advances in Graph Theoгy, Pгoc. Symp. Prague, 1974. Academia, Prague 1975, 75-87.
MR 0384589
[6] BOSÁK J.:
Chromatic index of finite and infinite graphs. Czechoslovak Math. J. 22, 1972, 272-290.
MR 0309777 |
Zbl 0239.05113
[7] COCKAYNE E. J., MILLER G. G., PRINS G.:
An inteгpolation theorem foг paгtitions which are complete with respect to hereditary properties. J. Combinatorial Theory Sect. B 13, 1972, 290-297.
MR 0309743
[8] GELLER D., KRONK H.:
Further results on the achromatic number. Fund. Math. 85, 1974, No. 3, 285-290.
MR 0357198 |
Zbl 0287.05119
[9] GUPTA R. P.:
Bounds on the chromatic and achromatic numbers of complementary graphs. In: Recent Progress in Combinatorics, Proc. Third Waterloo Conf. on Combinatorics, 1968. Academic Press, New York 1969, 229-235.
MR 0256930
[11] HARARY F., HEDETNIEMI S.:
The achromatic number of a graph. J. Combinatorial Theory 8, 1970, 154-161.
MR 0253930 |
Zbl 0195.25702
[12] HARARY, R, HEDETNIEMI S., PRINS G.:
An interpolation theorem for graphical homomorphisms. Port. Math. 26, 1967, 453-462.
MR 0272662 |
Zbl 0187.20903
[14] SHANNON C. E.:
A theorem on coloring the lines of a network. J. Math, and Phys. 28, 1949, 148-151.
MR 0030203 |
Zbl 0032.43203
[15] TAYLOR W.: Combinatory interpolation theorem, to appear.
[16] ВИЗИНГ В. Г.:
Хроматический класс мультиграфа. Кибернетика 1965, N° 3, 29-39.
Zbl 1099.01519
[17] ЗЫКОВ А. А.:
Теория конечных граов. Hayкa, Новосибиpck 1969.
Zbl 1149.62317