چکیده
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In this paper, we prove Bushell-Okrasiaski is inequality
at decreasing case for two classes of pseudo-integrals.
One of them, classes with pseudo-integrals where pseudooperations
are defined via a monotone and continuous
generator function. The other one concerns the pseudointegrals
based on a semiring with an idempotent addition
and a pseudo-multiplication generator.
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