Improving upon a geometric inequality of third order - Toufik Mansour and Mark Shattuck

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    Improving upon a geometric inequality of third order - Toufik Mansour and Mark Shattuck​

    We show that the best possible positive constant k in a certain geometric inequality of third order lies in the interval [0.14119,0.14364], which improves upon a previous known result where k=0. We also consider a comparable question concerning a fourth order version of the inequality.

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    LTTK CTV, 9/10/19
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