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The Darboux-Stefan problems with nonlocal conditions for one-dimensional hyperbolic equations and systems
Boundary value problems with nonlocal conditions (undivided and integral) for a strictly hyperbolic equation of arbitrary order and a system of hyperbolic equations of the (cid:28)rst order in the case of a degenerate initial condition interval to a point are considered, the case where the boundaries of the domain are unknown ahead is also considered.
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