A Nonlocal Boundary Value Mixed Problem for Second-order Hyperbolic-parabolic Equations in Nonclassical Function Spaces

References (10)

1. 1 The One-Dimensional Heat Equation [DOI]
2. 2 The solution of the heat equation subject to the specification of energy [DOI]
3. 3 Mixed problem with boundary integral conditions for a certain parabolic equation [DOI]
4. 4 Theorem about existence and uniqueness of continuous solution of nonlocal problem for nonlinear hyperbolic equation [DOI]
5. 5 Existence and uniqueness of solutions of nonlocal problems for hyperbolic equation uxt = F(x, t, u, ux) [DOI]
6. 6 Mixed problem with integral conditions for a third order parabolic equation [DOI]
7. 7 On the solvability of a class of singular parabolic equations with nonlocal boundary conditions in nonclassical function spaces [DOI]
8. 8 On the solvability of nonlocal pluriparabolic problems
9. 9 Parabolic Equations with Nonlocal Conditions
10. 10 Continuous Dependence of Solutions to Mixed Boundary Value Problems for a Parabolic Equation

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