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- W4252839645 abstract "We prove that for any properly two-colored arrangement of lines in the Euclidean plane having, say, r red and g green regions with $r geqslant g$, the inequality [ r leqslant 2g - 2 - sum limits _P {(lambda (P) - 2)} ] holds, where for each point P of intersection of the lines, $lambda (P)$ is the number of lines of the arrangement that contain P. This strengthens recent results of Simmons and Grünbaum." @default.
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- W4252839645 date "1979-10-01" @default.
- W4252839645 modified "2023-10-01" @default.
- W4252839645 title "A Two-Coloring Inequality for Euclidean Two-Arrangements" @default.
- W4252839645 doi "https://doi.org/10.2307/2042729" @default.
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