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Author ID: paltsev.b-v Recent zbMATH articles by "Pal’tsev, B. V."
Published as: Pal’tsev, B. V.
Documents Indexed: 75 Publications since 1963, including 2 Books
Biographic References: 1 Publication
Co-Authors: 26 Co-Authors with 33 Joint Publications
919 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

35 Publications have been cited 72 times in 50 Documents Cited by Year
Asymptotics of the spectrum of integral convolution operators on a finite interval with homogeneous polar kernels. Zbl 1068.45002
Pal’tsev, B. V.
9
2003
Two-sided bounds uniform in the real argument and the index for modified Bessel functions. Zbl 0952.33002
Pal’tsev, B. V.
8
1999
Mixed problems with non-homogeneous boundary conditions in Lipschitz domains for second-order elliptic equations with a parameter. Zbl 0868.35026
Pal’tsev, B. V.
6
1996
A generalization of the Wiener-Hopf method for convolution equations on a finite interval with symbols having power-like asymptotics at infinity. Zbl 0477.45002
Pal’tsev, B. V.
6
1982
On rapidly converging iterative methods with incomplete splitting of boundary conditions for a multidimensional singularly perturbed system of Stokes type. Zbl 0832.35111
Pal’tsev, B. V.
3
1994
On an iterative method with boundary condition splitting as applied to the Dirichlet initial-boundary value problem for the Stokes system. Zbl 1205.35207
Pal’tsev, B. V.
3
2010
Generalization of the Wiener-Hopf method for convolution equations on a finite interval with symbols having power asymptotics at infinity. Zbl 0464.45002
Pal’tsev, B. V.
3
1980
Expansion in eigenfunctions of integral operators of convolution on a finite interval with kernels whose Fourier transforms are rational. ”Weakly” nonselfadjoint regular kernels. Zbl 0254.47068
Pal’tsev, B. V.
2
1973
The asymptotics of the spectrum and eigenfunctions of convolution operators on a finite interval with a kernel with a homogeneous Fourier transform. Zbl 0322.45009
Pal’tsev, B. V.
2
1974
On the convergence conditions for the method with boundary condition splitting in Sobolev spaces of high smoothness and the compatibility conditions for the nonstationary Stokes problem. Zbl 1217.35144
Pal’tsev, B. V.
2
2010
Convolution equations on a finite interval for a class of symbols having powerlike asymptotics at infinity. Zbl 0458.45003
Pal’tsev, B. V.
2
1981
Second-order accuracy method with the boundary conditions splitting for a stationary axially symmetric Navier-Stokes problem in spherical layers. Zbl 1100.76038
Pal’tsev, B. V.; Chechel’, I. I.
2
2005
Second order accurate up to the axis of symmetry finite element iteration methods with splitting of boundary conditions for the Stokes and the like systems in a spherical layer. Zbl 1095.35029
Pal’tsev, B. V.; Chechel’, I. I.
2
2005
On rapidly convergent iterative methods with complete boundary-condition splitting for a multidimensional singularly perturbed system of Stokes type. Zbl 0849.76011
Pal’tsev, B. V.
1
1994
The conditions for the convergence of iterative methods with complete splitting of the boundary conditions for the Stokes system in a sphere and a spherical layer. Zbl 0856.76011
Pal’tsev, B. V.
1
1995
On some finite element implementations of iterative methods with splitting of boundary conditions for Stokes and Stokes-type systems in a spherical layer: Axially symmetric case. Zbl 1062.76525
Meller, N. A.; Pal’tsev, B. V.; Khlyupina, E. G.
1
1999
On convergence rate of some iterative methods for bilinear and bicubic finite element schemes for the dissipative Helmholtz equation with large values of a singular parameter. Zbl 1025.65054
Belash, V. O.; Pal’tsev, B. V.; Chechel, I. I.
1
2002
Real properties of bilinear finite element implementations of methods with the splitting of boundary conditions for a Stokes-type system. Zbl 0951.65112
Pal’tsev, B. V.; Chechel’, I. I.
1
1998
On some methods for enhancing the convergence speed for the higher harmonics of bilinear finite element implementations of iterative methods with boundary-condition splitting for a Stokes-type system. Zbl 1086.76527
Pal’tsev, B. V.; Chechel’, I. I.
1
1998
Algorithms based on bilinear finite elements for iterative methods with split boundary conditions for a Stokes-type system in a strip under the periodicity condition. Zbl 1058.65513
Pal’tsev, B. V.; Chechel’, I. I.
1
1997
Asymptotic behavior of the eigenvalues of convolution integral operators on a finite interval with kernels whose Fourier transforms are rational. Zbl 0211.14203
Pal’tsev, B. V.
1
1970
Small-parameter method in the boundary value problem for an Oseen system. Zbl 0213.53701
Pal’tsev, B. V.
1
1967
The expansion of solutions of Dirichlet’s problem and a mixed problem for a biharmonic equation in a series of solutions of reducing problems. Zbl 0219.65091
Pal’tsev, B. V.
1
1968
Die Entwicklung nach Eigenfunktionen von Faltungsintegraloperatoren mit Kernen auf einem endlichen Intervall, deren Fouriertransformationen rational sind. ”Schwach” nicht selbstadjungierte Kerne. Zbl 0237.47026
Pal’tsev, B. V.
1
1972
Über die Trennung der Gebiete bei der Lösung von Randwertproblemen für die Poissonsche Gleichung in Gebieten von komplizierter Form. Zbl 0271.35019
Mateeva, E. I.; Pal’tsev, B. V.
1
1973
Division of the region when solving a boundary value problem for Poisson’s equation in a region of complicated structure. Zbl 0295.35017
Mateeva, E. I.; Pal’tsev, B. V.
1
1975
Approach of separating streamlines to a contour in plane-parallel viscous fluid flow. Zbl 1161.76392
Pal’tsev, B. V.; Shmyglevskij, Yu. D.
1
2002
To the theory of asymptotically stable second-order accurate two-stage scheme for an inhomogeneous parabolic initial-boundary value problem. Zbl 1299.35150
Pal’tsev, B. V.
1
2013
Numerical study of spherical Couette flows for certain zenith-angle-dependent rotations of boundary spheres at low Reynolds numbers. Zbl 1274.76366
Pal’tsev, B. V.; Solov’ev, M. B.; Chechel’, I. I.
1
2012
Über Randwertprobleme für ein System Saint-Venantscher Gleichungen auf der Ebene. Zbl 0405.76024
Baklanovskaya, V. F.; Pal’tsev, B. V.; Chechel’, I. I.
1
1979
Boundary value problems for the St. Venant system of equations on a plane. Zbl 0457.76040
Baklanovskaya, V. F.; Pal’tsev, B. V.; Chechel, I. I.
1
1980
Finite-element linear second-order accurate (up to the poles) approximations of Laplace-Beltrami, gradient, and divergence operators on the sphere in \(\mathbb R^3\) in the axisymmetric case. Zbl 1282.65156
Pal’tsev, B. V.; Chechel’, I. I.
1
2004
Numerical study of the basic stationary spherical Couette flows at low Reynolds numbers. Zbl 1210.76018
Pal’tsev, B. V.; Stavtsev, A. V.; Chechel’, I. I.
1
2007
On the development of iterative methods with boundary condition splitting for solving boundary and initial-boundary value problems for the linearized and nonlinear Navier-Stokes equations. Zbl 1224.35322
Pal’tsev, B. V.; Solov’ev, M. B.; Chechel’, I. I.
1
2011
On a class of convolution equations on a finite interval. Zbl 0464.45001
Pal’tsev, B. V.
1
1979
To the theory of asymptotically stable second-order accurate two-stage scheme for an inhomogeneous parabolic initial-boundary value problem. Zbl 1299.35150
Pal’tsev, B. V.
1
2013
Numerical study of spherical Couette flows for certain zenith-angle-dependent rotations of boundary spheres at low Reynolds numbers. Zbl 1274.76366
Pal’tsev, B. V.; Solov’ev, M. B.; Chechel’, I. I.
1
2012
On the development of iterative methods with boundary condition splitting for solving boundary and initial-boundary value problems for the linearized and nonlinear Navier-Stokes equations. Zbl 1224.35322
Pal’tsev, B. V.; Solov’ev, M. B.; Chechel’, I. I.
1
2011
On an iterative method with boundary condition splitting as applied to the Dirichlet initial-boundary value problem for the Stokes system. Zbl 1205.35207
Pal’tsev, B. V.
3
2010
On the convergence conditions for the method with boundary condition splitting in Sobolev spaces of high smoothness and the compatibility conditions for the nonstationary Stokes problem. Zbl 1217.35144
Pal’tsev, B. V.
2
2010
Numerical study of the basic stationary spherical Couette flows at low Reynolds numbers. Zbl 1210.76018
Pal’tsev, B. V.; Stavtsev, A. V.; Chechel’, I. I.
1
2007
Second-order accuracy method with the boundary conditions splitting for a stationary axially symmetric Navier-Stokes problem in spherical layers. Zbl 1100.76038
Pal’tsev, B. V.; Chechel’, I. I.
2
2005
Second order accurate up to the axis of symmetry finite element iteration methods with splitting of boundary conditions for the Stokes and the like systems in a spherical layer. Zbl 1095.35029
Pal’tsev, B. V.; Chechel’, I. I.
2
2005
Finite-element linear second-order accurate (up to the poles) approximations of Laplace-Beltrami, gradient, and divergence operators on the sphere in \(\mathbb R^3\) in the axisymmetric case. Zbl 1282.65156
Pal’tsev, B. V.; Chechel’, I. I.
1
2004
Asymptotics of the spectrum of integral convolution operators on a finite interval with homogeneous polar kernels. Zbl 1068.45002
Pal’tsev, B. V.
9
2003
On convergence rate of some iterative methods for bilinear and bicubic finite element schemes for the dissipative Helmholtz equation with large values of a singular parameter. Zbl 1025.65054
Belash, V. O.; Pal’tsev, B. V.; Chechel, I. I.
1
2002
Approach of separating streamlines to a contour in plane-parallel viscous fluid flow. Zbl 1161.76392
Pal’tsev, B. V.; Shmyglevskij, Yu. D.
1
2002
Two-sided bounds uniform in the real argument and the index for modified Bessel functions. Zbl 0952.33002
Pal’tsev, B. V.
8
1999
On some finite element implementations of iterative methods with splitting of boundary conditions for Stokes and Stokes-type systems in a spherical layer: Axially symmetric case. Zbl 1062.76525
Meller, N. A.; Pal’tsev, B. V.; Khlyupina, E. G.
1
1999
Real properties of bilinear finite element implementations of methods with the splitting of boundary conditions for a Stokes-type system. Zbl 0951.65112
Pal’tsev, B. V.; Chechel’, I. I.
1
1998
On some methods for enhancing the convergence speed for the higher harmonics of bilinear finite element implementations of iterative methods with boundary-condition splitting for a Stokes-type system. Zbl 1086.76527
Pal’tsev, B. V.; Chechel’, I. I.
1
1998
Algorithms based on bilinear finite elements for iterative methods with split boundary conditions for a Stokes-type system in a strip under the periodicity condition. Zbl 1058.65513
Pal’tsev, B. V.; Chechel’, I. I.
1
1997
Mixed problems with non-homogeneous boundary conditions in Lipschitz domains for second-order elliptic equations with a parameter. Zbl 0868.35026
Pal’tsev, B. V.
6
1996
The conditions for the convergence of iterative methods with complete splitting of the boundary conditions for the Stokes system in a sphere and a spherical layer. Zbl 0856.76011
Pal’tsev, B. V.
1
1995
On rapidly converging iterative methods with incomplete splitting of boundary conditions for a multidimensional singularly perturbed system of Stokes type. Zbl 0832.35111
Pal’tsev, B. V.
3
1994
On rapidly convergent iterative methods with complete boundary-condition splitting for a multidimensional singularly perturbed system of Stokes type. Zbl 0849.76011
Pal’tsev, B. V.
1
1994
A generalization of the Wiener-Hopf method for convolution equations on a finite interval with symbols having power-like asymptotics at infinity. Zbl 0477.45002
Pal’tsev, B. V.
6
1982
Convolution equations on a finite interval for a class of symbols having powerlike asymptotics at infinity. Zbl 0458.45003
Pal’tsev, B. V.
2
1981
Generalization of the Wiener-Hopf method for convolution equations on a finite interval with symbols having power asymptotics at infinity. Zbl 0464.45002
Pal’tsev, B. V.
3
1980
Boundary value problems for the St. Venant system of equations on a plane. Zbl 0457.76040
Baklanovskaya, V. F.; Pal’tsev, B. V.; Chechel, I. I.
1
1980
Über Randwertprobleme für ein System Saint-Venantscher Gleichungen auf der Ebene. Zbl 0405.76024
Baklanovskaya, V. F.; Pal’tsev, B. V.; Chechel’, I. I.
1
1979
On a class of convolution equations on a finite interval. Zbl 0464.45001
Pal’tsev, B. V.
1
1979
Division of the region when solving a boundary value problem for Poisson’s equation in a region of complicated structure. Zbl 0295.35017
Mateeva, E. I.; Pal’tsev, B. V.
1
1975
The asymptotics of the spectrum and eigenfunctions of convolution operators on a finite interval with a kernel with a homogeneous Fourier transform. Zbl 0322.45009
Pal’tsev, B. V.
2
1974
Expansion in eigenfunctions of integral operators of convolution on a finite interval with kernels whose Fourier transforms are rational. ”Weakly” nonselfadjoint regular kernels. Zbl 0254.47068
Pal’tsev, B. V.
2
1973
Über die Trennung der Gebiete bei der Lösung von Randwertproblemen für die Poissonsche Gleichung in Gebieten von komplizierter Form. Zbl 0271.35019
Mateeva, E. I.; Pal’tsev, B. V.
1
1973
Die Entwicklung nach Eigenfunktionen von Faltungsintegraloperatoren mit Kernen auf einem endlichen Intervall, deren Fouriertransformationen rational sind. ”Schwach” nicht selbstadjungierte Kerne. Zbl 0237.47026
Pal’tsev, B. V.
1
1972
Asymptotic behavior of the eigenvalues of convolution integral operators on a finite interval with kernels whose Fourier transforms are rational. Zbl 0211.14203
Pal’tsev, B. V.
1
1970
The expansion of solutions of Dirichlet’s problem and a mixed problem for a biharmonic equation in a series of solutions of reducing problems. Zbl 0219.65091
Pal’tsev, B. V.
1
1968
Small-parameter method in the boundary value problem for an Oseen system. Zbl 0213.53701
Pal’tsev, B. V.
1
1967

Citations by Year