Abstract
We study a modified Cauchy problem for the degenerate hyperbolic equation of the second kind. First, we find the representations of the general solution of the analyzed equation for α ≤ 1. Then, by using these representations, we formulate modified Cauchy problems for all real values of α and deduce the formulas for the solution of the analyzed problems. Further, it is shown that the obtained solutions indeed satisfy the investigated equation and the initial conditions.
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