Coushy type boundary value problems with higher derivative for hyperbolic Euler-Puasson-Darboux equation with one singular lines
In this work for the hyperbolic equation Euler-Poisson -Darboux with one singular lines in depend from parameters, standing and investigation Coushy boundary value problems with higher derivative, using integral representation for the Euler-Poisson -Darboux solution,we were found solution for this problem in explicit form.