Third Boundary-Value Problem in the Half-Strip for the -Parabolic Equation.

The third boundary-value problem in the half-strip for a partial differential equation with Bessel operator is studied. Existence and uniqueness theorems are proved. The representation of the solution is found in terms of the Laplace convolution of the exponential function and Mittag-Leffler type function with power multipliers. Uniqueness is proved for the class of bounded functions. [ABSTRACT FROM AUTHOR]