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Nonlocal elliptic operators for compact lie groups that the nonlocal operator is elliptic if there exists an element is invertible in the algebra. If a nonlocal
On the index of nonlocal elliptic operators corresponding to a nonisometric diffeomorphismWe consider nonlocal elliptic operators corresponding to diffeomorphisms of smooth closed manifolds
On the index of nonlocal elliptic operators for the group of dilationsThis paper considers the index problem for nonlocal elliptic operators associated with actions
On elliptic differential and difference problems in a Hilbert space with special type nonlocal conditionsIn the present paper, elliptic differential and difference problems in a Hilbert space
Index of nonlocal elliptic operators over C*-algebrasA study was conducted to demonstrate index of nonlocal elliptic operators over C
On the index of elliptic operators for the group of dilationsWe investigate nonlocal operators associated with the operators of compression and expansion. We
On the index of nonlocal elliptic operators associated with fibrationsOn the index of nonlocal elliptic operators associated with fibrations
On ellipticity of operators with shear mappings operators in the corresponding Sobolev spaces. The ellipticity condition of such nonlocal boundary value
On the index of nonlocal elliptic operators for compact Lie groupsWe consider a class of nonlocal operators associated with a compact Lie group G acting on a smooth
On a certain property of a regular difference operator with variable coefficients conditions on the shifts of the boundary. This allows to apply the results obtained for nonlocal elliptic
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