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Solution for an integral equation with continuous interval functions
1979
Pacific Journal of Mathematics
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Suppose R is the set of real numbers and all integrals are of the subdivision-refinement type. Suppose each of G and H is a function from R X R to R and each of / and h is a function from R to R such that f(a) = h(a), dh is of
doi:10.2140/pjm.1979.80.47
fatcat:nboa5brqhnexxcdfbp7vg6ptbe