PENENTUAN ANGGOTA KELAS R AMSEY MINIMAL UNTUK PASANGAN (2 K2 , C4)

Authors

  • Liza Hariyani

DOI:

https://doi.org/10.25077/jmu.2.4.83-90.2013

Abstract

Diberikan dua graf G dan H. Notasi F → ( G, H) berarti bahwa sebarang pewarnaan merah-biru terhadap sisi-sisi graf F mengakibatkan F memuat subgraf merah
yang isomorfik dengan G atau subgraf biru yang isomorfik dengan H. Graf F disebut
sebagai graf Ramsey ( G, H)-minimal jika F → ( G, H) dan F ∗ 9 ( G, H) untuk sebarang
subgraf sejati F ∗ ⊂ F. Dalam makalah ini akan dikaji kembali tentang penentuan beberapa graf yang berada dalam R(2 K2 , C4).

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Published

01-12-2013

Issue

Vol. 2 No. 4 (2013)

Section

Articles

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