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On an Inverse Problem for the Stationary Equation with a Boundary Condition of the Third Type
of the strong solution for the inverse problem is proved
Construction of variational factors for quasilinear second order partial differential equations differential equations (PDE) for which classical variational principle is fulfilled, are constructed
Solving boundary value problems for wave PDE with quasi-classical variational formulation and neural networkWe obtain a quasi-classical variational formulation of boundary value problemfor wave PDE
Over-determined boundary value problems for PDE and their application in the wave propagation theory functions are obtained. The jump problem on the hyperplane for PDE is formulated and investigated. Two
Об аппроксимации параболической обратной задачи
псевдопараболической задачейThe properties of the solution to the inverse problem on the identification of the leading
OVERCOMING RESISTANCE TO TYPE 5 PDE INHIBITORS IN MEN WITH METABOLIC SYNDROME of urological problems which should be treated on a systemic approach.
Over-determined boundary value problems for PDE and their application in the wave propagation theory functions are obtained. The jump problem on the hyperplane for PDE is formulated and investigated. Two
On the stability of nonlocal boundary value problem for a third order PDEIn the present paper, we study the nonlocal boundary value problem for third order partial
Partial Inverse Sturm-Liouville Problems inverse problems require less spectral data than complete inverse problems. In this review, we pay
Well-posedness for the backward problems in time for general time-fractional diffusion equation the well-posedness for the backward problem in time and our result generalizes the existing results
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