SHARP BOUNDS FOR THE NUMBER OF 3-INDEPENDENT PARTITIONS AND THE CHROMATICITY OF BIPARTITE GRAPHS

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DONG F.M.; KOH K.M.

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Journal Paper

Paper Information

Journal: JOURNAL OF GRAPH THEORY Year:2001 | Volume:37 | Issue:- Page(s): 48-77

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Information Journal Paper

Title

SHARP BOUNDS FOR THE NUMBER OF 3-INDEPENDENT PARTITIONS AND THE CHROMATICITY OF BIPARTITE GRAPHS

Author(s)

DONG F.M. | KOH K.M. | Issue Writer Certificate

Keywords

Not Registered.

Abstract

Cites

CHROMATICITY OF TURAN GRAPHS WITH AT MOST THREE EDGES DELETED

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APA: Copy

DONG, F.M., & KOH, K.M.. (2001). SHARP BOUNDS FOR THE NUMBER OF 3-INDEPENDENT PARTITIONS AND THE CHROMATICITY OF BIPARTITE GRAPHS. JOURNAL OF GRAPH THEORY, 37(-), 48-77. SID. https://sid.ir/paper/636965/en

Vancouver: Copy

DONG F.M., KOH K.M.. SHARP BOUNDS FOR THE NUMBER OF 3-INDEPENDENT PARTITIONS AND THE CHROMATICITY OF BIPARTITE GRAPHS. JOURNAL OF GRAPH THEORY[Internet]. 2001;37(-):48-77. Available from: https://sid.ir/paper/636965/en

IEEE: Copy

F.M. DONG, and K.M. KOH, “SHARP BOUNDS FOR THE NUMBER OF 3-INDEPENDENT PARTITIONS AND THE CHROMATICITY OF BIPARTITE GRAPHS,” JOURNAL OF GRAPH THEORY, vol. 37, no. -, pp. 48–77, 2001, [Online]. Available: https://sid.ir/paper/636965/en

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