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ON AN INITIAL AND NONLOCAL INTEGRAL BOUNDARY CONDITION FOR A MIXED TYPE EQUATION
  • Khanlar Mamedov
Khanlar Mamedov
Mersin University
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Abstract

On an initial and boundary value problem for a mixed type equation is considered. A uniqueness theorem for the solvability of this problem is shown and constructed the solution as the sum of Fourier series. The stability of the solution with respect to initial function is proved.