Direct and inverse conversion formulas associated with Khabibullin's conjecture for integral inequalities

Details Direct and inverse conversion formulas associated with Khabibullin's conjecture for integral inequalities Direct and inverse conversion formulas associated with Khabibullin's conjecture for integral inequalities

2010-08-09

arxiv.org/abs/1008.1572v1

Mathematics

Classical Analysis and ODEs

AmSTeX, 7 pages, amsppt style

Scientific paper

Khabibullin's conjecture deals with two linear integral inequalities for some non-negative continuous function $q(t)$. The integral in the first of these two inequalities converts $q(t)$ into another function of one variable $g(t)$. This integral yields the direct conversion formula. An inverse conversion formula means a formula expressing $q(t)$ back through $g(t)$. Such an inverse conversion formula is derived.

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