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Asymptotic expansion of the determinant of a perturbed matrixAsymptotic expansion of the determinant of a perturbed matrix
A dynamic model of spherical perturbations in the Friedmann universe. iA self-consistent set of equations describing the evolution of linear spherically symmetrical
Static and dynamic buckling modes of spherical shells subjected to external pressure shapes of isotropic spherical shells undergoing external hydrodynamic pressure. In the analysis
Soliton stability in the Synge model with an electromagnetic field the framework of the electrodynamic theory of perturbations it is shown that inclusion of the electromagnetic
A dynamic model of spherical perturbations in the Friedmann Universe. II. Retarded solutions to an ultrarelativistic equation of stateThe exact linear retarded spherically symmetrical solutions to the Einstein equations linearized
Gravitational perturbations in the expanding universe in a coordinate representationGravitational perturbations in the expanding universe are analyzed within the framework
Static and dynamic buckling modes of spherical shells subjected to external pressure shapes of isotropic spherical shells undergoing external hydrodynamic pressure. In the analysis
A dynamic model of spherical perturbations in the Friedmann universe. iA self-consistent set of equations describing the evolution of linear spherically symmetrical
Error estimates for a Galerkin method with perturbations for spectral problems of the theory of dielectric waveguides© 2016, Pleiades Publishing, Ltd.We obtain error estimates for a Galerkin method with perturbations
A dynamic model of spherical perturbations in the Friedmann Universe. II. Retarded solutions to an ultrarelativistic equation of stateThe exact linear retarded spherically symmetrical solutions to the Einstein equations linearized
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