One of the simplest map-coloring rules of topology involves a map of countries with straight lines as
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One of the simplest map-coloring rules of topology involves a map of “countries” with straight lines as boundaries. How many colors would be necessary for the four-corner area on a U.S. map (see Figure 9.46)? Note that a common point is not considered a common boundary. Figure 9.46
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Salt Lake City UTAH Grand Canyon Flagstaff. ARIZONA Phoenix Colondo give COLORADO Durango Farmington Santa Fe Albuquerque o Grande Riv Denver Acks River NEW MEXICO Pecos River
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