Solvability of a boundary value problems for 2n-parabolic equations with changing time direction in the case of a full matrix of gluing conditions is established. It is shown that Hölder classes of solutions depend both on a noninteger Hölder exponent and the entries of the matrix of gluing conditions under finitely many necessary and sufficient conditions on the data of the problem.
Topics
Algebraic geometry
REFERENCES
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S. A.
Tersenov
, Parabolic Equations with a Changing Time Direction
[in Russian] (Nauka
, Novosibirsk
, 1985
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