Pavel Sobolevskii

Possui doutorado em matematica pela Universidade Estatal de Leningrado(1958) e pós-doutorado pela Universidade Estatal de Moscow(1961). Atualmente é professor da Hebrew University of Jerusalem. Tem experiência na área de Matemática, com ênfase em Análise.

Informações coletadas do Lattes em 10/11/2022

Acadêmico

Formação acadêmica

Doutorado em matematica

1956 - 1958

Universidade Estatal de Leningrado
Ano de obtenção: 1958;Bolsista do(a): Voronezh Forest-Technical Institute.

Pós-doutorado

1958 - 1961

Pós-Doutorado. , Universidade Estatal de Moscow. , Bolsista do(a): Universidade Estatal de Moscow.

Idiomas

Inglês

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Alemão

Compreende Razoavelmente, Fala Pouco, Lê Razoavelmente, Escreve Pouco.

Russo

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Hebraico

Compreende Bem, Fala Bem, Lê Razoavelmente, Escreve Razoavelmente.

Áreas de atuação

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Análise/Especialidade: Análise Funcional.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Análise/Especialidade: Análise Funcional Não-Linear.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Análise/Especialidade: Equações Diferenciais Funcionais.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Análise/Especialidade: Equações Diferenciais Ordinárias.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Análise/Especialidade: Equações Diferenciais Parciais.

Grande área: Ciências Exatas e da Terra / Área: Matemática / Subárea: Matemática Aplicada/Especialidade: Análise Numérica.

Orientou

Yuri Agranovich

Investigation of nonlinear visci-elastic fluid mathematical model; 1991; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Michael Grabelkovsky

Bubnov-Galerkin method for the first order differential equation in Banach space with unbounded operator coefficient; 1990; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Nadezhda Spirina

Second order differential equation in Banach space with unbounded operator coefficients; 1989; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Sofia Danelich

Stability in C-norm of Rothe difference scheme for parabolic equations; 1988; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Leonid Minin

Stability of Krank-Nikolson difference scheme for parabolic equations in Banach space; 1986; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Allaberen Asiralyev

Well-posedness of parabolic difference equations; 1985; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Galina Golubovskaja

Well-posedness of general boundary velue problems for differential equations of the second order in Banach space; 1984; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Irina Lezhenina

Wellposedness of elliptic boundary value problem with singular estimates of coefficients; 1984; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Leonid Gershtein

Coercive solvability of elliptic equations in Banach space; 1983; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Sergei Semenov

Singularly degenerate hyperbolic equation in Hilbert space; 1982; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Emil Shteinvil

Well-posed solvsbility of continued boundary value problem for parabolic equation; 1981; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Valentina Lebedeva

Well-posedness of Oldroyd´s mathematical model of visco-elastic fluid; 1980; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Valeri Vasiliev

E-approximation of Navier-Stokes equations; 1979; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Alexander Slidenko

Coercive solvability of Cauchy problem for parabolic equations in Banach space; 1978; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Vladimir Orlov

Well-posedness of degenerate equations in Banach space; 1977; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Anatoli Polichka

Coercive solvability of difference parabolic equations; 1977; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Yuri Zagorodnikov

Investigation of two-dimensional Navier-Stokes equations by fraction powers operator method; 1977; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Ludmila Chebotareva

Fraction powers of "bad-positive" operators; 1976; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Hoang Van Lai

Application of properties of mixed derivative in the theory of Hermit splines; 1976; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Nguen Nang An

Difference Euler method for parabolic equations in Banach space; 1976; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Heierbek Alibekov

Stability and corvegence of difference schemes with weights; 1975; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Irina Gurova

Fraction powers of differential operators of the second order; 1975; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Isaak Evzerov

Fraction powers of ordinary differential eqations; 1974; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Leonid Janovsky

Periodic solutions of the first order differential equations in Hilbert space; 1973; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Yuri Smirnitsky

Embedding theorems for fractional norms generated by elliptic operators; 1973; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Alexander Jasakov

Solvability of parabolic equations with nonpolynomial nonlinearities; 1972; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Svetlana Primakova

Difference methods for differential equations of the fourth order; 1972; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Yuri Silchenko

Solvability in whole of the first boundary value problem for quasilinear parabolic equations; 1972; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Viktor Smagin

Comparison theorems for norms of solutions of linear differential equations in Hilbert space; 1972; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Michael Tiunchik

Finite difference method for elliptic equations in Banach space; 1971; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Viktor Anosov

Coercive solvability of parabolic equations in Banach space; 1970; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Michael Titensky

Generalized Bubnov-Galerkin method for parabolic equations; 1969; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Vladimir Neginsky

Difference method for approximate solutions of boundary value problems for quasilinear elliptic and parabolic equations; 1968; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Vitali Raskin

Cauchy problem for the second order differential equation in Banach space; 1968; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Viktor Pogorelenko

Quasilinear hyperbolic equation in Banach space; 1967; Tese (Doutorado em matematica) - Universidade Estatal de Voronezh, Universidade Estatal de Voronezh; Orientador: Pavel Sobolevskii;

Produções bibliográficas

SOBOLEVSKII, P. . A new method of summation of Fourier series converging in C-norm. Semigroup Forum , Estados Unidos, 2005.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . Two new approaches for construction of the high order of accuracy difference schemes for hyperbolec differential equations. Discrete Dynamics in Nature and Society, Estados Unidos, v. 2005, p. 183-215, 2005.
SOBOLEVSKII, P. ; ASHIRALYEV, A. ; JUDAKOVA,G., . A note on the difference schemes for hyperbolic-elliptic equations. Abstract and Applied Analysis, Estados Unidos, p. 1-13, 2005.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . Well-posedness of the difference schemes of the high order of accuracy for elliptic equations. Discrete Dynamics in Nature and Society, Estados Unidos, p. 1-14, 2005.
SOBOLEVSKII, P. . The Hardy's inequality and positive invertibility of elliptic operators. Functional Differential Equations, Israel, v. 11, n.3-4, p. 555-562, 2004.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . On the two-step the high order of accuracy difference schemes for the second order differential equations. Proceedongs of Dynamic Systems and Applications, Estados unidos, v. 4, p. 528-535, 2004.
SOBOLEVSKII, P. ; ASHIRALYEV, A. ; JUDAKOVA,G., . On difference schemes for hyperbolic-elliptic equations. Proceedings Dynamical Systems and Applocations, Antalya, Turquia, p. 43-46, 2004.
SOBOLEVSKII, P. ; ASHIRALYEV, A. ; KARATAY,I., . On well-posedness of the nonlocal boundary value problem for parabolic difference equations. Discrete Dynamics in Nature and Society, Estados Unidos, v. 2004, p. 1-14, 2004.
SOBOLEVSKII, P. ; BIRBRAIR, L. ; SOBOLEVSKY, M. . Focal decompositions for linear differential equations of the second order. Abstract and Applied Analysis, EUA, v. 14, p. 813-821, 2003.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . On the two new approaches for construction of the high order of accuracy difference schemes for the second order differential equations. Functional Differential Equations, Israel, v. 10, n.3-4, p. 333-405, 2003.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . On the stability of the linear delay differential and difference equations. Abstract and Applied Alalysis, USA, v. 6, n.5, p. 267-297, 2001.
SOBOLEVSKII, P. ; ASHIRALYEV, A. ; HANALYEV,, A. . Coercive solvability of nonlocal boundary value problem for parabolic differential equations. Abstract and Applied Analysis, USA, v. 6, n.1, p. 53-61, 2001.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . A note on the difference schemes for hyperbolic equations. Abstract and Applied Analysis, USA, v. 6, n.2, p. 63-70, 2001.
SOBOLEVSKII, P. ; AGRANOVICH, Y. . Motion of nonlinear visco-elastic fluid. Nonlinear Analysis, Theory, Methods and Applications, USA, v. 32, n.6, p. 755-760, 1998.
SOBOLEVSKII, P. . Quasi-linear boundary value problem on half-line. Functional Differential Equations, Israel, v. 5, n.3-4, p. 453-461, 1998.
SOBOLEVSKII, P. ; MATSKEVICH, T. . The sharp constant in Hardy`s inequality for complement of bounded domain. Nonlinear Analysis, Theory, Methods and Applications, USA, v. 33, n.2, p. 105-120, 1998.
SOBOLEVSKII, P. . Hardy´s inequality for Stokes problem. Nonlinear Analysis, Theory, Methods and Applications, USA, v. 30, n.1, p. 129-145, 1997.
SOBOLEVSKII, P. . Asymptotic of visco-elastic model solutions when the viscous coefficient tends to zero. The Sixth International Colloquium on Differential Equations, Bulgaria, v. 1, p. 329-346, 1997.
SOBOLEVSKII, P. ; V.Pogorelenko . The "counter-example" to W.Littman counter-example of Lp-energetic inequality for wave equation. Functional-Differential Equations, Israel, v. 4, n.1-2, p. 165-172, 1997.
SOBOLEVSKII, P. ; MATSKEVICH, T. . The best possible constant in generalized Hardy´s inequality for convex domain. Nonlinear Analysis, Theory, Methods and Applications, USA, v. 28, n.9, p. 1601-1610, 1997.
SOBOLEVSKII, P. . Well-posedness of difference parabolic equations. Discrete Dynamics in Nature and Society, v. 1, n.2, p. 219-231, 1997.
SOBOLEVSKII, P. . Well-posedness of difference elliptic equations. Rend. Instit. Mat. Univ. Trieste, Italia, Trieste, v. 28, n.3, p. 337-382, 1997.
SOBOLEVSKII, P. . Investigation of Oldroid visco-elastic model when viscous coefficient tends to zero. Proceedings of the First World Congress of Nonlinear Analysis, USA, New York, p. 1-11, 1996.
SOBOLEVSKII, P. . Asymptotic of stable visco-elastic fluid motion (Oldroid mathematical model). Mathematische Nachrichten , Alemania, v. 177, n.3, p. 281-305, 1996.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . Well-posed solvability of the Cauchy problem for difference equations of parabolic type. Nonlinear Analysis, Theory, Methods and Applications, USA, v. 24, n.2, p. 257-264, 1995.
SOBOLEVSKII, P. . The theorem on mixed derivatives and estimate of the convergence rate of Galerkin method for parabolic equations (the third initial boundary value problem. Functional-Differential Equations, Israel, v. 3, n.1-2, p. 223-238, 1995.
SOBOLEVSKII, P. . Stabilization of visco-elastic fluid motion (Oldroid mathematical model). Differential and Integral Equations , USA, v. 7, n.6, p. 1597-1612, 1994.
SOBOLEVSKII, P. . Boundness of functions of positive operators. Lecture Notes in Pure and Appl. Math, USA, v. 155, p. 545-552, 1994.
SOBOLEVSKII, P. . Theorems on mixed derivatives and estimate of convergence rate for Euler-Galerkin method for parabolic equations. Proceedings of the Second Hellenic European Conference on Mathematics and Informatics, Grecia, Athens, v. 1, n.2, p. 167-179, 1994.
SOBOLEVSKII, P. . On the impossibility of some embeddings. Functional Differential Equations, Israel, v. 2, n.1, p. 183-193, 1994.
SOBOLEVSKII, P. ; GERSHTEIN, L. . "Commutant method" in the theory of operators and the theory of differential equations with operator coefficients. Integral Equations Operator Theory, Base, Suiça, v. 16, n.3, p. 400-429, 1993.
SOBOLEVSKII, P. . Boundedness of functions of a positive operator. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. 8, p. 15-19, 1991.
SOBOLEVSKII, P. ; LEZHENINA, I. . Estimation of solutions of a parabolic equation with a singular estimate for a coefficient. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 318, n.5, p. 1072-1077, 1991.
SOBOLEVSKII, P. ; SOBOLEVSKII, E. . The commutant method and the coercivity of the Cauchy problem. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 316, n.4, p. 825-829, 1991.
SOBOLEVSKII, P. ; ORLOV, V. . On mathematical models of a viscoelasticity with a memory. Differential and Integral Equations , USA, v. 4, n.1, p. 103-115, 1991.
SOBOLEVSKII, P. ; AGRANOVICH, Y. . The motion of visco-elastic fluid. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 314, n.3, p. 521-525, 1990.
SOBOLEVSKII, P. ; SMAGIN, V. . Coertcive estimates of Euler method for parabolic equations with variable operators. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.11, p. 17-20, 1990.
SOBOLEVSKII, P. . Investigation of a mathematical model of thermoelasticity. Differential and Integral Equations , USA, v. 3, n.4, p. 643-652, 1990.
SOBOLEVSKII, P. ; ORLOV, V. . Solvability of one-dimensional problem in thermoelasticity. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 304, n.5, p. 1105-1109, 1989.
SOBOLEVSKII, P. ; ORLOV, V. . Investigation of mathematical models of multi-dimensional visco-elastic fluid. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.10, p. 31-35, 1989.
SOBOLEVSKII, P. ; AGRANOVICH, Y. . Investigation of mathematical model of visco-elastic fluid. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.10, p. 37-62, 1989.
SOBOLEVSKII, P. ; LEZHENINA, I. . Elliptic and parabolic boundary value problems with singular estimate of coefficients. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.3, p. 27-31, 1989.
SOBOLEVSKII, P. . Elliptic and parabolic operators in the space C. Journal of Math. Analysis and Applications, USA, v. 142, n.2, p. 317-324, 1989.
SOBOLEVSKII, P. . Embedding theorems for elliptic and parabolic operators in the space C. Journal of Math. Analysis and Applications, USA, v. 142, n.8, p. 325-330, 1989.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . Difference schemes of higher order for parabolic equations with variable coefficients. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.8, p. 3-7, 1988.
SOBOLEVSKII, P. ; ORLOV, V. . The solvability of oscillation equation for viscoelastic one-dimensional continuum. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.8, p. 11-13, 1988.
SOBOLEVSKII, P. . The periodic motions of nonlinear viscous fluid. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 292, n.1, p. 41-46, 1987.
SOBOLEVSKII, P. . The theorem on mixed derivatives and the rate of the convergence of Galerkin method for parabolic equations. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.8, p. 12-16, 1987.
SOBOLEVSKII, P. ; SMAGIN, V. . Estimates of the convergence of the projection method for approximation solution of Navier-Stokes system. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.10, p. 17-20, 1986.
SOBOLEVSKII, P. ; ORLOV, V. . Ljapounov stability for stationary solutions of Burgers equation with nonlinear viscousity. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. A, n.9, p. 18-20, 1986.
SOBOLEVSKII, P. ; SILCHENKO, Y. . The solvability of Cauchy problem for evolution equation in Banach space with operator coefficients generated semigroups with singularities. Sibirskii Matematicheskii Journal, Russia, Novosibirsk, v. 27, n.4, p. 93-104, 1986.
SOBOLEVSKII, P. . The existence of solution for mathematical model of nonlinear viscous. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 285, n.1, p. 44-48, 1985.
SOBOLEVSKII, P. . The stability of motion of nonlinear viscous fluid. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 291, n.5, p. 1067-1071, 1985.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . The interpolation theory of linear operators and stability of difference schemes. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 275, n.6, p. 1289-1291, 1984.
SOBOLEVSKII, P. ; SEMENOV, S. . On some approach to the investigation of degenerate hyperbolic equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 270, n.1, p. 555-558, 1983.
SOBOLEVSKII, P. . Investigation of asymptotically Newton models of fluid. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moscow, v. 271, n.2, p. 300-304, 1983.
SOBOLEVSKII, P. ; TIUNCHIK, M. . Correct solvability of the second boundary value problem for difference equations in Hoelder normwith a weght. Qualitative methods of dynamic system theory, Russia, Vladivostok, p. 27-37, 1982.
SOBOLEVSKII, P. ; SMIRNITSKII, Y. . Pointwise estimates for Green function of difference elliptic operator resolvent. Numerical methods of continuous medium mechanics, Russia, Novosibirsk, v. 4, p. 129-142, 1982.
SOBOLEVSKII, P. ; LAI, H. V. . Difference schemes of optimal type for approximate solution of parabolic equation (Banach case). Ukrain. Mathematical Journal, Ukrania, Kiev, v. 33, n.1, p. 39-46, 1981.
SOBOLEVSKII, P. ; GERSHTEIN, L. . One new method of investigation of solvability for evolution equations. Doklady Ukrain Akademii Nauk, Ukrania, Kiev, v. 10, p. 9-12, 1980.
SOBOLEVSKII, P. ; ALIBEKOV, H. . Stability and convergence of difference schemes of higher order approximation for parabolic equations. Ukrain. Mathematical Journal, Ukrania, Kiev, v. 32, n.3, p. 291-300, 1980.
SOBOLEVSKII, P. ; GUROVA, I. . L-characteristic of fraction powers of difference operators. Mathematical notes, Russia, Moscow, v. 1, p. 123-137, 1979.
SOBOLEVSKII, P. ; ALIBEKOV, H. . Investigation of difference schemes of higher order approximation for parabolic equations. Ukrain. Math. Journal, Ukrania, Kiev, v. 31, n.6, p. 3-18, 1979.
SOBOLEVSKII, P. ; SHTEINVIL, E. . One approach to solution of noncorrect problems. Differential equations, Russia, Moskow, v. 14, n.5, p. 900-904, 1978.
SOBOLEVSKII, P. ; POLICHKA, A. . The correct solvability of difference parabolic equations in Bochner spaces. Trudy of Moscow math. society, Russia, Moscow, v. 36, p. 29-57, 1978.
SOBOLEVSKII, P. ; ZAGORODNIKOV, Y. . Application of fraction powers of operators method to the investigation of Krank-Nikolson scheme for Navier-Stokes equations. Sibirskii Matematicheskii Journal, Russia, Novosibirsk, v. 19, n.2, p. 303-317, 1978.
SOBOLEVSKII, P. ; ALIBEKOV, H. . The stability of difference schemes for parabolic equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moskow, v. 232, n.4, p. 737-740, 1977.
SOBOLEVSKII, P. ; ZAGORODNIKOV, Y. . On some difference method for approximate solution of nonstationary Navier-Stokes equation. Sibirskii Matematicheskii Journal, Russia, Novosibirsk, v. 18, n.1, p. 81-96, 1977.
SOBOLEVSKII, P. . The fraction powers of coercive positive sums of operators. Sibirskii Matematicheskii Journal, Russia, Novosibirsk, v. 18, n.3, p. 637-657, 1977.
SOBOLEVSKII, P. ; ORLOV, V. . The stability of Rote method for degenerate parabolic equations. Differential equations and its applications, Lituania, Vilnus, v. 17, p. 43-73, 1977.
SOBOLEVSKII, P. ; ZAGORODNIKOV, Y. . On application of the method of fraction powers of operators to the investigation of tw0-dimensional system of Navier-Stokes equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moskow, v. 228, n.2, p. 281-284, 1976.
SOBOLEVSKII, P. ; EVZEROV, I. . The resolvent and fraction powers of ordinary differential operators in spaces of smooth functions. Differential equations, Russia, Moskow, v. 12, n.2, p. 227-233, 1976.
SOBOLEVSKII, P. ; POLICHKA, A. . Rote method for approximate solution of Cauchy problem for differential equations in Banach space with unbounded variable operator. Differential equations, Russia, Moskow, v. 12, n.9, p. 1693-1704, 1976.
SOBOLEVSKII, P. ; POLICHKA, A. . The new Lp-estimates for differential parabolic problems. Calculation and Mathematical Physics, Russia, v. 16, n.5, p. 1155-1163, 1976.
SOBOLEVSKII, P. ; POLICHKA, A. . Correct solvability of the differential boundary value problem in Bochner space. Ukrain Math. Journal, Ukrania, Kiev, v. 28, n.4, p. 511-523, 1976.
SOBOLEVSKII, P. ; ORLOV, V. . The resolvent of degenerate operator in Banach space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moskow, v. 221, n.5, p. 1035-1037, 1975.
SOBOLEVSKII, P. . The fraction powers of positive sums of operators. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moskow, v. 225, n.6, p. 1271-1274, 1975.
SOBOLEVSKII, P. ; ORLOV, V. . On resolvent of degenerate operator in Banach space. Differential equations, Russia, Moskow, v. 11, n.5, p. 858-868, 1975.
SOBOLEVSKII, P. ; GERSHTEIN, L. . Coercive solvability of the general boundary value problem for elliptic second-order differential equations in Banach space, 2. Differential equations, Russia, Moskow, v. 11, n.7, p. 1335-1337, 1975.
SOBOLEVSKII, P. ; LAI, H. V. . One-dimensional Hermit average and its application to the theory of generated Hermit spline. Numerical methods of continuous medium mechanics, Russia, Novosibirsk, v. 6, n.3, p. 88-97, 1975.
SOBOLEVSKII, P. ; SHTEINVIL, E. . On well-posed solvability of continued boundary value problem for parabolic equation. Differential equations, Russia, Moskow, v. 10, n.9, p. 1692-1698, 1974.
SOBOLEVSKII, P. ; SMIRNITSKII, Y. . Embedding theorems for fractional norms generated by elliptic operator. Matematicheskie zametki, Russia, Moskow, v. 15, n.1, p. 91-100, 1974.
SOBOLEVSKII, P. ; PRIMAKOVA, S. . On coercive solvability of differential fourth-order equations. Differential equations, Russia, Moskow, v. 10, n.9, p. 1699-1713, 1974.
SOBOLEVSKII, P. ; GERSHTEIN, L. . Coercive solvability of the general boundary value problem for elliptic second-order differential equations in Banach space. Differential equations, Russia, Moskow, v. 10, n.11, p. 2059-2061, 1974.
SOBOLEVSKII, P. ; EVZEROV, I. . Fraction powers of the differential operators. Differential equations, Russia, Moskow, v. 9, n.2, p. 228-240, 1973.
SOBOLEVSKII, P. ; SILCHENKO, Y. . Solvability in whole of the first boundary value problem for some quasilinear one-dimensional parabolic equations. Differential equations, Russia, Moskow, v. 8, n.10, p. 1904-1905, 1972.
SOBOLEVSKII, P. ; ANOSOV, V. . On coercive solvability of parabolic equations. Matematicheskie zametki, Russia, Moskow, v. 11, n.4, p. 409-419, 1972.
SOBOLEVSKII, P. ; SILCHENKO, Y. . On nonlocal existence theorem for one-dimensional quasilinear parabolic equation. Litovskii matematicheskii sbornik, Lituania, Vilnus, v. 12, n.1, p. 213-215, 1972.
SOBOLEVSKII, P. . On degenerate parabolic equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 196, n.2, p. 302-304, 1971.
SOBOLEVSKII, P. . On semigroups of the growth "alpha". Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 196, n.3, p. 535-537, 1971.
SOBOLEVSKII, P. . On coercive solvability of differential equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moskow, v. 201, n.5, p. 1062-1066, 1971.
SOBOLEVSKII, P. ; JASAKOV, A. . On parabolic equations with nonpolynomial nonlinearties. Differential equations, Russia, Moskow, v. 7, n.8, p. 1503-1511, 1971.
SOBOLEVSKII, P. ; ANOSOV, V. . Coercive solvability of the boundary value problem for the elliptic second-order equations in Banach space, 1.. Differential equations, Russia, Moskow, v. 7, n.11, p. 2030-2044, 1971.
SOBOLEVSKII, P. ; ANOSOV, V. . Coercive solvability of the boundary value problem for the elliptic second-order equations in Banach space, 2. Differential equations, Russia, Moskow, v. 7, n.12, p. 2191-2198, 1971.
SOBOLEVSKII, P. . On S-numbers of positive operators. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 193, n.6, p. 1245-1247, 1970.
SOBOLEVSKII, P. ; SMAGIN, V. . The comparison theorems for norms of solutions of linear homogeneous differential equations in Hilbert spaces. Differential equations, Moskow, Russia, v. 11, p. 2005-2010, 1970.
SOBOLEVSKII, P. ; ANOSOV, V. . On functional analysis of semigroups theory. Math. Notes, Novosibirsk, Russia, v. 7, n.5, p. 633-640, 1970.
SOBOLEVSKII, P. ; V.Pogorelenko . On solvability of the mixed problems for one-dimensional quasilinear hyperbolic equations. Ukranian Mathematical Journal, Kiev, Ukrania, v. 22, n.1, p. 114-121, 1970.
SOBOLEVSKII, P. ; V.Pogorelenko . On periodic solutions of hyperbolic equations. Works of the 5-th International Conference of Nonlinear Oscilations, Kiev, Ukrania, v. 1, p. 530-534, 1970.
SOBOLEVSKII, P. ; DYMENT, D. . On coercive solvability of Cauchy problem for parabolic differential equations in Banach space. Works of Math. Institute of Voronezh University, Voronezh, Russia, v. 1, p. 60-72, 1970.
SOBOLEVSKII, P. . Differential equations of parabolic type in Banach space. The articles on functional spaces and operator equations, Voronezh University, Russia, p. 95-122, 1970.
SOBOLEVSKII, P. ; PRIMAKOVA, S. . On difference equation method for elliptic equations. Works of Math. Institute of Voronezh University, Voronezh, Russia, v. 2, p. 46-50, 1970.
SOBOLEVSKII, P. ; JANOVSKII, L. . On one inequality in the theory of operators. Works of Math. Department of Voronezh University, Voronezh, Russia, v. 1, p. 93-100, 1970.
SOBOLEVSKII, P. ; NEGINSKII, V. . On difference method for approximate solution of boundary value problems for quasilinear elliptic and parabolic equations. Works of Math. Department of Voronezh University, Voronezh, Russia, v. 2, p. 82-106, 1970.
SOBOLEVSKII, P. ; RASKIN, V. . Decompositions of solutions of the second-order differential equations in Banach space in the sums of exponential solutions. Differential equations, Moskow, Russia, v. 5, n.3, p. 543-545, 1969.
SOBOLEVSKII, P. ; TITENSKII, M. . Investigation of solvability of perturbed parabolic equations in Banach space and generalized Bubnov-Galerkin method for their approximate solutions. Differential equations, Moskow, Russia, v. 5, n.8, p. 1495-1502, 1969.
SOBOLEVSKII, P. . On Bubnov-Galerkin method for parabolic equations in Hilbert space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 178, n.3, p. 548-551, 1968.
SOBOLEVSKII, P. . On differential equations with unbounded operators generated by nonanalytic semigroups. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 183, n.2, p. 292-295, 1968.
SOBOLEVSKII, P. . On quasilinear equations in Banach space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 183, n.5, p. 1020-1023, 1968.
SOBOLEVSKII, P. . On fractional integration in parts. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 183, n.6, p. 1269-1272, 1968.
SOBOLEVSKII, P. ; RASKIN, V. . Distribution of solutions of the second order differential equations in Banach spaces in the rows of exponential solutions. Uspechi Matematicheskich Nauk, Moskow, Russia, v. 23, n.1, p. 213-214, 1968.
SOBOLEVSKII, P. . On elliptic equations in Banach space. Differential equations, Moskow, Russia, v. 4, n.7, p. 1346-1348, 1968.
SOBOLEVSKII, P. . On one type of differential equations in Banach space. Differential equations, Moskow, Russia, v. 4, n.8, p. 2278-2280, 1968.
SOBOLEVSKII, P. ; RASKIN, V. . Estimates "a priori" of the solutions of some class of nonlinear nonstationary equations. Ukranian Mathematical Journal, Kiev, Ukrania, v. 20, n.4, p. 547-552, 1968.
SOBOLEVSKII, P. ; TITENSKII, M. . Investigation of solvability of evolution equations in Banach space and Bubnov-Galerkin method for their approximate solutions. Works of Seminar on Functional Analysis, Voronezh, Russia, v. 11, p. 92-96, 1968.
SOBOLEVSKII, P. . The comparison theorems for fraction powers of operators. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 174, n.2, p. 294-297, 1967.
SOBOLEVSKII, P. . Parabolic equations in spaces of averages. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 177, n.2, p. 281-284, 1967.
SOBOLEVSKII, P. ; V.Pogorelenko . Hyperbolic equations in Banach space. Uspechi Matematicheskich Nauk, Moskow, Russia, v. 8, n.1, p. 123-145, 1967.
SOBOLEVSKII, P. . On S-numbers of integral operators. Uspechi Matematicheskich Nauk, Moskow, Russia, v. 22, n.2, p. 114-116, 1967.
SOBOLEVSKII, P. ; V.Pogorelenko . Hyperbolic equations in Hilbert space. Siberian Math. Journal, Novosibirsk, Russia, v. 7, n.1, p. 21-43, 1967.
SOBOLEVSKII, P. ; RASKIN, V. . Cauchy problem for the second order differential equations in Banach space. Siberian Math. Journal, Novosibirsk, Russia, v. 8, n.1, p. 70-90, 1967.
SOBOLEVSKII, P. ; V.Pogorelenko . On nonlocal existence theorem for solution of nonlinear hyperbolic equation in Hilbert space. Ukranian Math. Journal, Kiev, Ukrania, v. 19, n.1, p. 113-115, 1967.
SOBOLEVSKII, P. . Application of fraction powers of operators to the investigation of quasilinear parabolic equations and systems. Ukranian Math. Journal, Kiev, Ukrania, v. 19, n.3, p. 127-130, 1967.
SOBOLEVSKII, P. . Comparison theorems for fraction powers of operators in Banach spaces. Works of Seminar on Functional Analysis, Voronezh University, Russia, v. 9, p. 84-110, 1967.
SOBOLEVSKII, P. . On fraction powers of weakly positive operators. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 166, n.6, p. 1296-1299, 1966.
SOBOLEVSKII, P. . Investigation of general boundary value problems for the parabolic equations by the method of differential equations in Banach space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 170, n.5, p. 1024-1027, 1966.
SOBOLEVSKII, P. . On solvability of parabolic equations in Lorenz space. Uspechi Matematicheskich Nauk, Moskow, Russia, v. 21, n.1, p. 169-171, 1966.
SOBOLEVSKII, P. . The general solutions of the first-order differential equations in Banach space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 165, n.3, p. 486-489, 1965.
SOBOLEVSKII, P. . On application of the fraction powers operator method to the investigation of Navier-Stokes equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 155, n.1, p. 50-53, 1964.
SOBOLEVSKII, P. . The investigation of Navier-Stokes equations by the methods of the theory of parabolic equations in Banach spaces. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 155, n.4, p. 745-748, 1964.
SOBOLEVSKII, P. . Inequalities of coercivity for abstract parabolic equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 157, n.1, p. 52-55, 1964.
SOBOLEVSKII, P. . On the second order equations in Banach space with a small parameter for higher derivative. Uspechi Matematicheskich Nauk, Moskow, Russia, v. 19, n.6, p. 217-219, 1964.
SOBOLEVSKII, P. . On the fraction norms in Banach space generated by unbounded operator. Uspechi Matematicheskich Nauk, Moskow, Russia, v. 19, n.6, p. 219-222, 1964.
SOBOLEVSKII, P. ; KRASNOSELSKII, M. . The structure of the set of solutions of parabolic equations. Ukrain Math. Journal, Kiev, Ukrania, v. 16, n.3, p. 319-333, 1964.
SOBOLEVSKII, P. ; V.MAZJA, . On infinitisimal operators of semigroups. Uspechi Matematicheskich Nauk, Russia, Moskow, v. 17, n.6, p. 151-154, 1962.
SOBOLEVSKII, P. . On Green function of the arbitrary powers of elliptic operators. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moskow, v. 142, n.4, p. 804-809, 1962.
SOBOLEVSKII, P. ; KRASNOSELSKII, M. . The structure of the solutions of the parabolic type equaions. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, Moskow, v. 146, n.1, p. 26-29, 1962.
SOBOLEVSKII, P. ; MAMEDOV, J. . On one type of the second order differential equations in Banach space. Scientific notes of Azerbaijan University, Baku, Azerbaijão, v. 3, p. 87-106, 1962.
SOBOLEVSKII, P. . On the second order differential equations in Banach space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Moskow, Russia, v. 146, n.4, p. 774-777, 1962.
SOBOLEVSKII, P. . On logarithmus of normal positive operators. Uspechi Matematicheskich Nauk, Russia, v. 16, n.3, p. 212-214, 1961.
SOBOLEVSKII, P. . On parabolic equations in Banach space with unbounded variable operator with a constant domain of the fraction power. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 138, n.1, p. 59-62, 1961.
SOBOLEVSKII, P. . On parabolic equations in Banach space with unbounded variable operator which has a constant domain. DAN Azerb. SSR, Azerbadjan, Baku, v. 17, n.6, p. 447-450, 1961.
SOBOLEVSKII, P. . On parabolic equations in Banach space. Transactions of Moskow Mathematical Society, Russia, v. 10, p. 197-300, 1961.
SOBOLEVSKII, P. . On local and nonlocal existence theorems for nonlinear parabolic equations of the second order. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 136, n.2, p. 292-295, 1961.
SOBOLEVSKII, P. . The estimates of Green function for the parabolic equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 183, n.2, p. 313-316, 1961.
SOBOLEVSKII, P. . On one method of the proof of nonlocal existence theorems for parabolic equations. DAN Ukrain. SSR, Ukrania, Kiev, v. 12, p. 1552-1555, 1961.
SOBOLEVSKII, P. ; KRASNOSELSKII, M. . On nonnegative eihgen-function the first boundary value problem for elliptic equations. Uspechi Matematicheskich Nauk, Russia, Moskow, v. 16, n.1, p. 98-99, 1961.
SOBOLEVSKII, P. . On using of the fraction powers of self-adjoint operators to the investigation of some nonlinear differential equations in Hilbert space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 130, n.4, p. 272-275, 1960.
SOBOLEVSKII, P. . On smoothness of generalized solutions of Navier-Stokes equations. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 131, n.4, p. 758-760, 1960.
SOBOLEVSKII, P. . On equations of hydrodynamic of viscous fluid. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 128, n.1, p. 13-17, 1959.
SOBOLEVSKII, P. ; KRASNOSELSKII, M. . The fraction powers of operators in Banach space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 129, n.3, p. 110-113, 1959.
SOBOLEVSKII, P. ; KREIN, S. . Differential equation with an abstract elliptic operator in Hilbert space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 118, n.2, p. 232-236, 1958.
SOBOLEVSKII, P. . The generalized solutions of differential equations of the first order in Hilbert space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 122, n.6, p. 994-996, 1958.
SOBOLEVSKII, P. . On the first order differential equations in Hilbert space with a variable positive defined self-adjoint operator with a constant domain of a fraction powernt. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 122, n.6, p. 984-987, 1958.
SOBOLEVSKII, P. . On one inequality for elliptic operators. Transactions of functional analysis seminar, Russia, Voronezh, v. 6, p. 105-113, 1958.
SOBOLEVSKII, P. ; KRASNOSELSKII, M. ; KREIN, S. . On differential equations with unbounded operators in Hilbert space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 6, n.3, p. 990-993, 1957.
SOBOLEVSKII, P. . On approximate methods of solution of differential equations in Banach space. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 115, n.2, p. 240-243, 1957.
SOBOLEVSKII, P. . On equations with operators which form an acute angle. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 116, n.5, p. 754-757, 1957.
SOBOLEVSKII, P. . On solvability of operator equations. Uspechi Matematicheskich Nauk, Russia, v. 5, n.8, p. 117-119, 1957.
SOBOLEVSKII, P. ; KRASNOSELSKII, M. ; KREIN, S. . On differential equations with unbounded operators in Banach spaces. Doklady Akademii Nauk. Rossijskaâ Akademiâ Nauk , Russia, v. 1, n.3, p. 19-20, 1956.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . New difference schemes for partial differential equations.. Bazel: Birkhauser-Verlag, 2004. v. 1. 443p .
SOBOLEVSKII, P. ; ASHIRALYEV, A. . Well-posedness of parabolic difference equations. Basel: Birkhauser Verlag, 1994. 349p .
SOBOLEVSKII, P. ; KRASNOSELSKII, M. ; ZABREIKO, P. ; PUSTYLNIK, E. . Integral operators in spaces of summable functions. Leiden: Noordhoff Internationsal Publishing, 1976. 520p .
SOBOLEVSKII, P. . Difference methods of approximate solutions of differential equations. Voronezh: Voronezh University, 1975. 122p .
SOBOLEVSKII, P. . Well-posedness of parabolic and elliptic difference equations. 3-Lectures, Colloquio de equaçoes differenciais. São Carlos: Instituto de Ciencias Matematicas de São Carlos, 1995, v. , p. -.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . On difference schemes for hyperbolic-elliptic equations. In: Internetional Conference: 2004 - Dynamical Systems and Applications, 2004, Antalya. Internetional Conference: 2004-Dynamical Systems and Applications. Antalya, 2004. p. 11-12.
SOBOLEVSKII, P. ; ASHIRALYEV, A. ; YENIAL,N., . Well-posedness of the nonlocal boundary value problem for elliptic difference equations. In: Internetional Congress of Computational and Applied Mathematics, 2004, Leuven, Belgica. Internetional Congress of Computational and Applied Mathematics. Leuven: Katholieke Universiteit Leuven, 2004. p. 8-8.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . On one class of a 3-difference scheme of higher order accuracy for elliptic equations in Hilbert space. In: Numerical methods for solutions of transfer equations, 1990, Tartu. Numerical methods for solutions of transfer equations. Tartu, 1990. p. 18-42.
SOBOLEVSKII, P. . Investigation of a mathematical model of thermoelastitcity. In: Conference "Development and application of the method of Lyapunov functions", 1989, Irkutsk. Development and application of the method of Lyapunov functions. Novosibirsk: "Nauka", Sibirsk. Otdel., 1992. p. 250-259.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . Coercive stability of Krank-Nikolson difference scheme in C^{1,\beta}spaces. In: Conference "The approximate methods for investigation of differential equations and their applications, 1982, Kuibyshev. The approsimate methods for investigation of differential equations and their applications. Kuibyshev, 1982. p. 16-24.
SOBOLEVSKII, P. . The Bubnov-Galerkin method for parabolic equations. In: The Second All-Union Seminar on Variational-difference methods for the solution of problems of mathematical physics, 1975, Novosibirsk. Variational-difference methods for the solution of problems of mathematical physics. Novosibirsk: Vychislitelny Centr Sibirsk. Otdel. Akad. Nauk SSSR. p. 79-85.
SOBOLEVSKII, P. . The straight method of approximate solution of parabolic equation. In: The 4-th Winter School on Math. Program. and Adjacent Problems, 1972, Drogobych. Works of the 4-th Winter School on Math. Program. and Adjacent Problems. Drogobych, 1972. p. 183-187.
SOBOLEVSKII, P. . One method of investigation of Navier-Stokes equations. In: The 4-th All-Union Math. Congress, 1961, Leningrad. Works of the 4-th All-Union Math. Congress. Leningrad, 1961. v. 2. p. 519-525.
SOBOLEVSKII, P. . Dependence fractional powers domain of elliptic operators on boundary conditions. In: Conference on differential equations and their applications, 1989, Praga. Differential equations and their applications. Praga, 1989. p. 62-62.
SOBOLEVSKII, P. . On one mathematical model of multi-dimensional viscous elasticity. In: VII All-Union conf. on qualitative differential equations theory, 1989, Riga. VII All-Union conference one qualitative differential equations theory. Riga, 1989. p. 171-171.
SOBOLEVSKII, P. ; SMAGIN, V. . On a new type of investigation of a projectionally-differential method for parabolic equations. In: Conference on Functional-Differential Equations and Their Applications, 1988, Perm. Functional-Differential Equations and Their Applications. Perm, 1988. p. 243-243.
SOBOLEVSKII, P. ; ASHIRALYEV, A. . Krank-Nikolson difference scheme for parabolic equations with variable coefficients. In: Conference "Numerical solution of boundary value problems and integral equations, 1981, Tartu. Numerical solution of boundary value problems and integral equations. Tartu, 1981. p. 3-3.
SOBOLEVSKII, P. . The new $\epsilon$-approximation of Navier-Stokes equations. In: All-Union Conference on asymptotic methods in the theory of singularly perturbed equations, 1979, Alma-Ata. Asymptotic methods in the theory of singularly perturbed equations. Alma-Ata, 1979. p. 131-132.
SOBOLEVSKII, P. . Stability of difference schemes of higher order approximation in C. In: The Fifth Soviet-Czechoslovac Mathematical Congress, 1979, Novosibirsk. Works of the 5-th Soviet-Czechoslovac Congress on Math.. Moskow: "Nauka", 1979. p. 51-52.
SOBOLEVSKII, P. ; TIUNCHIK, M. . The difference method for the approximate solution of boundary value problems for quasilinear elliptic and parabolic equations. In: The 8-th Conference of Far-East Pedagogical Institutes, 1970, Habarovsk. Materials of the 8-th Conference of Far-East Pedagogical Institutes. Habarovsk, 1970. p. 57-62.
SOBOLEVSKII, P. ; KRASNOSELSKII, M. . Some nonlinear problems for partial differential equations. In: Soviet-American Symposium on partial differential equations, 1963, Novosibirsk. Materials of the Soviet-American Symposium on partial differential equations. Novosibirsk, 1963. p. 9-9.

Histórico profissional

Endereço profissional

The Hebrew University of Jerusalem, Institute of Mathematics. , Givat Ram, Givat Ram, 90100 - Jerusalem, - Israel, Telefone: (9722) 6712401

Experiência profissional

1991 - Atual

Hebrew University Of Jerusalem

Vínculo: Servidor Público, Enquadramento Funcional: professor, Regime: Dedicação exclusiva.

Atividades

10/1991
Pesquisa e desenvolvimento .,Linhas de pesquisa
10/1991
Ensino, doutorado, Nível: Pós-Graduação,Disciplinas ministradas, Equaçoes differenciais parciais

1967 - 1991

Universidade Estatal de Voronezh

Vínculo: Servidor Público, Enquadramento Funcional: professor, Regime: Dedicação exclusiva.

Atividades

04/1972 - 07/1991
Direção e administração, Departamento de Analise Funcional, .,Cargo ou função, Chefe de Departamento.
09/1967 - 07/1991
Pesquisa e desenvolvimento , Departamento de Analise Funcional, .,Linhas de pesquisa
09/1967 - 07/1991
Ensino, graduaçao, Nível: Graduação,Disciplinas ministradas, equacoes diferenciais ordinais, analise funcional
09/1967 - 07/1991
Ensino, doutorado, Nível: Pós-Graduação,Disciplinas ministradas, analise nao linear, equacoes diferenciais parciais

1963 - 1967

Instituto de Agricultura de Voronezh

Vínculo: Departamento de Matematica, Enquadramento Funcional: professor, Regime: Dedicação exclusiva.

Atividades

09/1963 - 09/1967
Ensino, matematica, Nível: Graduação,Disciplinas ministradas, geometria analitica, calculo