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Klenovčan, Pavel
Direct product decompositions of $g$-digraphs. (English). Mathematica Slovaca, vol. 38 (1988), issue 3, pp. 215-220
MSC: 05C20, 05C70 | MR 977898 | Zbl 0659.05054
References:
[1] BIRKHOFF G.: Lattice Theory. Providence, R. I. 1967. MR 0227053 | Zbl 0153.02501
[2] GEDEONOVÁ E.: The orientability of the direct product of graphs. Math. Slovaca 31, 1981, 71-78. MR 0619508
[3] HARARY F.: Gгaph Theory. Addison-Wesley, Reading, 1969. MR 0256911
[4] JAKUBÍK J.: Weak product decompositions of discrete lattices. Czechoslov. Math. J. 21, 1971, 399-412. MR 0286723 | Zbl 0224.06003
[5] JAKUBÍK J.: Weak product decompositions of partially ordered sets. Colloquium math. 25, 1972, 177-190. MR 0329977
[6] JAKUBÍK J.: On weak direct product decompositions of lattices and graphs. Czechoslov. Math. J. 35, 1985, 269-277. MR 0787129 | Zbl 0576.06006
[7] JAKUBÍK J.: Covering graphs and subdirect decompositions of partially ordered sets. Math. Slovaca 36, 1986, 151-162. MR 0849706 | Zbl 0603.06001
[8] KLENOVČAN P.: Paths in the covering graphs of partially ordered sets (Slovak). Acta Fac. Paed. Banská Bystrica VII. 1987, 313-329..
[9] KLENOVČAN P.: Direct product decompositions of digraphs. Math. Slovaca. 38, 1988, 3-10. MR 0945074 | Zbl 0673.05042
[10] KOTZIG A.: Centrally symmetric graphs (Russian). Czechoslov. Math. J. 18, 1968, 606-615. MR 0237376
[11] MILLER J.: Weak cartesian product of graphs. Colloquium math. 21, 1970, 55-74. MR 0274327 | Zbl 0195.54301
[12] ORE O.: Theoгy of Graphs. Amer. Math. Society, Coll. Publ. 1962.
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