LOCALIZATION PROPERTY FOR REGULAR SOLUTIONS OF THE CAUCHY PROBLEM FOR A FRACTAL EQUATION OF THE INTEGRAL FORM

摘要

We consider a fractal equation of the integral form with Bessel fractional integrodifferential operator and a positive parameter. In a part of the initial hyperplane, where the limit value has good properties, we establish the property of local strengthening of the convergence of regular solutions with generalized limit values.