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**Boundary value problems of mathematical physics and adjacent problems of function theory. 26. Work collection. Dedicated to N. N. Ural’tseva on her anniversary.
(Kraevye zadachi matematicheskoj fiziki i smezhnye voprosy teorii funktsij. 26. Sbornik rabot. Posvyashchaetsya yubileyu N. N. Ural’tsevoj.)**
*(Russian, English)*
Zbl 0868.00020

Zapiski Nauchnykh Seminarov POMI. 221. Sankt-Peterburg: Nauka. 262 p. (1995).

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Show indexed articles as search result.
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Contents:

Apushkinskaya, D. E.; Ural’tseva, N. N., On the behavior of free boundaries near the boundary of the domain, 5-19, see [Zbl 0927.35135]

Apushkinskaya, D. E.; Nazarov, A. I., On the quasilinear stationary Venttsel boundary value problem, 20-29, see [Zbl 0937.35503]

Arkhipova, A. A., On the regularity of solutions of model nonlinear elliptic systems with the oblique derivative type boundary condition, 30-57, see [Zbl 0927.35016]

Babin, A. V.; Pilyugin, S. Yu., Continuous dependence of attractors on the shape of domain, 58-66, see [Zbl 0927.37012]

Babich, V. M.; Samokish, B. A.; Demen’tev, D. B., Diffraction of a plane wave by a narrow cone, 67-74, see [Zbl 0937.35513]

Demen’tev, D. B., On diffraction of high-frequency waves by a cone of arbitrary shape. Neumann case, 75-82, see [Zbl 0937.35514]

Ivanov, A. V., Maximum modulus estimates for generalized solutions of doubly nonlinear parabolic equations, 83-113, see [Zbl 0927.35053]

Ivochkina, N. M., Local estimates of normal second derivatives for solutions of the Dirichlet problem for the prescribed quotient curvature equations, 114-126, see [Zbl 0937.35504]

Ivochkina, N. M.; Ladyzhenskaya, O. A., Flows generated by symmetric functions of the eigenvalues of the Hessian, 127-144, see [Zbl 0927.35047]

Malyshev, V. A., The Bergman kernel and the Green function, 145-166, see [Zbl 0927.32001]

Mulone, G.; Solonnikov, V. A., On an initial-boundary value problem for the equation of magnetohydrodynamics with the Hall and ion-slip effects, 167-184, see [Zbl 0927.76100]

Oskolkov, A. P., Nonlocal problems for the equations of the Kelvin-Voigt fluids and their \(\varepsilon\)-approximations, 185-207, see [Zbl 0927.76005]

Osmolovskij, V. G., Variational problem of the two-phase medium elasticity theory for the zero surface tension coefficient, 208-225, see [Zbl 0927.74081]

Repin, S. I., A priori error estimates of variational-difference methods for Hencky plasticity problems, 226-234, see [Zbl 0927.74080]

Seregin, G. A.; Shilkin, T. N., Some remarks on the mollification of piecewise-linear homeomorphisms, 235-245, see [Zbl 0927.49001]

Fuchs, M., Existence of solutions of nonlinear degenerate systems of parabolic variational inequalities, 243-252, see [Zbl 0927.49003]

Indexed articles:

Malyshev, V. A., The Bergman kernel and the Green function [Zbl 0885.32021]

Babin, A. V.; Pilyugin, S. Yu., Continuous dependence of attractors on the shape of domain [Zbl 0885.58042]

Arkhipova, A. A., On the regularity of weak solutions of model nonlinear elliptic systems under an oblique derivative type boundary condition [Zbl 0886.35033]

Ivanov, A. V., The maximum modulus estimates for generalized solutions of doubly nonlinear parabolic equations [Zbl 0887.35083]

Ivochkina, N. M.; Ladyzhenskaya, O. A., Flows generated by symmetric functions of the eigenvalues of the Hessian [Zbl 0888.35056]

Apushkinskaya, D. E.; Ural’tseva, N. N., On the behaviour of free boundaries near the boundary of domain [Zbl 0888.35141]

Fuchs, M., Existence of solution a of nonlinear degenerate systems of parabolic variational inequalities [Zbl 0889.49005]

Seregin, G. A.; Shilkin, T. N., Some remarks on the mollification of piecewise-linear homeomorphisms [Zbl 0892.49002]

Osmolovskij, V. G., Variational problem in two-phase elasticity theory for zero surface tension coefficient [Zbl 0894.73227]

Repin, S. I., A priori error estimates of variational-difference methods for problems of Hencky plasticity [Zbl 0894.73228]

Apushkinskaya, D. E.; Nazarov, A. I., On the quasilinear stationary Venttsel boundary value problem [Zbl 0900.35055]

Babich, V. M.; Samokish, B. A.; Demen’tev, D. B., Diffraction of a plane wave by a narrow cone [Zbl 0900.35279]

Demen’tev, Daniel B., On the diffraction of high-frequency waves by arbitrary shape cone. Neumann case [Zbl 0900.35280]

Oskolkov, A. P., Nonlocal problems for the equations of the Kelvin-Voigt fluids and their \(\varepsilon\)-approximations [Zbl 0922.76053]

Mulone, G.; Solonnikov, V. A., On an initial-boundary value problem for equations of magnetohydrodynamics with the Hall and ion-slip effects [Zbl 0923.76353]

### MSC:

00B15 | Collections of articles of miscellaneous specific interest |

34-06 | Proceedings, conferences, collections, etc. pertaining to ordinary differential equations |

35-06 | Proceedings, conferences, collections, etc. pertaining to partial differential equations |