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Stability of the space identification problem for the elliptic-telegraph differential equation
Ashyralyev A., Al-Hammouri A.
with nonlocal conditions and multidimensional elliptic-telegraph differential equations are established. © 2020
A remark on elliptic differential equations on manifold
Ashyralyev A., Sozen Y., Hezenci F.
For elliptic boundary value problems of nonlocal type in Euclidean space, the well posedness has
Uniformization and index of elliptic operators associated with diffeomorphisms of a manifold
Savin A., Schrohe E., Sternin B.
We consider the index problem for a wide class of nonlocal elliptic operators on a smooth closed
Lefschetz Formula for Nonlocal Elliptic Problems Associated with a Bundle
Orlova N.R.
Lefschetz Formula for Nonlocal Elliptic Problems Associated with a Bundle
WELL-POSEDNESS OF A NONLOCAL BOUNDARY VALUE DIFFERENCE ELLIPTIC PROBLEM
Ashyralyev A., Hamad A.
nonlocal boundary value problem for the elliptic differential equation-v ''(t)+Av(t)=f(t)(0 <= t <= T),v(0
Nonlocal elliptic problems in infinite cylinder and applications
Skubachevskii A.L.
We consider a unique solvability of nonlocal elliptic problems in infinite cylinder in weighted
Existence of bistable waves for a nonlocal and nonmonotone reaction-diffusion equation
Trofimchuk S., Volpert V.
by the Leray-Schauder method based on the topological degree for elliptic operators in unbounded domains and a
Solution of elliptic optimal control problem with pointwise and non-local state constraints
Lapin A., Zalyalov D.
elliptic equation, with pointwise control constraints and pointwise and non-local (integral) state
Index of nonlocal problems associated with a bundle
Savin A.Y., Sternin B.Y.
of such operators. For elliptic elements of the algebra, we prove the finiteness theorem and derive an index formula
On the Fredholm and unique solvability of nonlocal elliptic problems in multidimensional domains
Gurevich P.L., Skubachevskiĭ A.L., Volpert Vitaly A.
. The boundary conditions are nonlocal due to the mappings omega_{is}. The operator A is properly elliptic

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