STUDY ON EXISTENCE THEORY FOR INTEGRAL EQUATIONS OF MIXED TYPE
This article presents an existence of monotonic solution for the nonlinear mixed Volterra-Fredholm integral equation acting on $L_1[0, 1]$. By using the techniques of the De Blasi measure of weak noncompactness, we employ the basic fixed point theorems such as Darbo s theorem to obtain the mentioned aims in Banach spaces.
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