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[ 1 ] - تقابل توپولوژی با گراف در رنگ آمیزی
This article has no abstract.
[ 2 ] - Topology coloring
The purpose of this study is to show how topological surfaces are painted in such a way that the colors are borderless but spaced with the lowest color number. That a surface can be painted with at least as many colors as the condition of defining a type of mapping with the condition that it has no fixed point. This mapping is called color mapping and is examined and analyzed in differe...
نویسندگان همکار