eudo-analysis uses for the generalization of the classical analysis,where instead of the field of the numbers a semiring is defined on a real interval[a, b] ⊂ [−∞,∞] with pseudo-addition ⊕ and with pseudo-multiplication ⊙. Thusit would be an interesting topic to generalize an inequality from the from work ofthe classical analysis as special cases. In this paper we prove generalizations of theBushell-Okrasinski’s type inequality for pseudo-integrals.
