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An upper bound of the basis number of the semi-strong product of cycles with bipartite graphs

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Abstract

An upper bound of the basis number of the semi-strong prod-uct of cycles with bipartite graphs is given. Also, an example is presentedwhere the bound is achieved.

참고문헌 (14)

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  4. "Graph Theory with Applications" (1976), America ElsevierPublishing Co Inc
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  6. "Product Graphs, Structure and recognition;Wiley-Interscience Series in Discrete Mathematics and Optimization" (2000), Wiley-Interscience, New York
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  8. "The basis number of the strong product of trees and cycles with some graphs", 58, pp.195~209 (2006)
  9. "An upper bound of the basis number of the strong product of graphs", 25(3), pp.391~406 (2005)
  10. "The basis number of the direct product of a theta graph and a path", 75, pp.105~111 (2005)
  11. "An upper bound of the basis number of thelexicographic product of graphs", 32, pp.305~312 (2005)
  12. "On the basis number of the semi-strong product of bipartite graphs with cycles", 45(1), pp.45~53 (2005)
  13. "A combinatorial condition for planar graphs" (1937)
  14. "The basis number of a graph" (1981)

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