Pu's Inequality

In differential geometry, Pu's inequality is an inequality proved by Pao Ming Pu for the systole of an arbitrary Riemannian metric on the real projective plane RP2.

Read more about Pu's Inequality:  Statement, Reformulation, Filling Area Conjecture, Isoperimetric Inequality, See Also

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    Nature is unfair? So much the better, inequality is the only bearable thing, the monotony of equality can only lead us to boredom.
    Francis Picabia (1878–1953)