A study was conducted to investigate article a semilinear boundary value problem for a degenerate
parabolic pseudodifferential equation. The main result generalized the famous theorem of Agranovich and
Vishik and the existence of a solution was proved using the Rothe theorem on a fixed point. The Laplace
transform was also defined to find a solution to the problem. A pseudodifferential operator was considered
to investigate the semilinear boundary value problem and prove the Rothe theorem on a fixed point.
