Abstract
In this work we suggest a new method for investigating the model Volterra type integral equation with super-singularity, the kernel of which consists of a composition of polynomial functions with super-singularity and functions with super-singular points. The problem of investigating this type of integral equation for \(n=2m\) is reduced to m Volterra type integral equation for \(n=2\), and for \(n=2m+1\) it is reduced to m Volterra integral equation for \(n=2\) and one integral equation for \(n=1\).
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