2011 U OF I UNDERGRAD MATH CONTEST 1. Given distinct points a1 < a2 < Pa3 < · · · < a100 on the real line, determine, with proof, the exact set of real numbers x for which the sum 100 i=1 |x − ai | takes its minimal - Set theory of the real line - Document - PDFSEARCH.IO

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	2011 U OF I UNDERGRAD MATH CONTEST 1. Given distinct points a1 < a2 < Pa3 < · · · < a100 on the real line, determine, with proof, the exact set of real numbers x for which the sum 100 i=1 \|x − ai \| takes its minimal Add to Reading List Document Date: 2011-03-11 18:02:38 Open Document File Size: 56,49 KB Share Result on Facebook URL http / SocialTag Mathematical notation Sequence Number theory Summation Integer Pi Liouville number Thue–Morse sequence Mathematics Abstract algebra

2011 U OF I UNDERGRAD MATH CONTEST 1. Given distinct points a1 < a2 < Pa3 < · · · < a100 on the real line, determine, with proof, the exact set of real numbers x for which the sum 100 i=1 |x − ai | takes its minimalAdd to Reading List