Proceedings of the St. Petersburg Mathematical Society. O.A. Ladyzhenskaya, editor ; [translation edited by Simeon Ivanov]. Series 2, volume 159

Contributor(s): Ladyzhenskaia, O. AMaterial type: Computer fileComputer fileSeries: American Mathematical Society Translations: Series 2Description: 1 online resource (1 online resource (vi, 225 pages) : illustrations.)ISBN: 9781470433703 (online)Subject(s): MathematicsMathematical analysisOnline resources: Click here to access online
Contents:
Galois representations in Honda's formal groups. Arithmetic of the group of points;A lower bound for the complexity of the SPLIT-FIND problem for a pointer machine;The finiteness theorem for three-dimensional manifolds of nonpositive curvature;On two conjectures of Linnik;Local approximations of functions given on manifolds;Seminorms and higher-order moduli of continuity;Hyperstonean preimage of Alexandrov spaces;The variational principle and completely nonlinear second-order equations;Regularity and weak regularity of solutions of quasi-linear elliptic systems;Regularity of statistical solutions of the transport equations;On the symmetric envelope of averaging of symmetric ideals;On the history of mathematics at Leningrad State University at the end of the 1920s;On the history of the St. Petersburg and Petrograd Mathematical Societies;St. Petersburg Mathematical Society
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Includes bibliographical references.

Galois representations in Honda's formal groups. Arithmetic of the group of points;A lower bound for the complexity of the SPLIT-FIND problem for a pointer machine;The finiteness theorem for three-dimensional manifolds of nonpositive curvature;On two conjectures of Linnik;Local approximations of functions given on manifolds;Seminorms and higher-order moduli of continuity;Hyperstonean preimage of Alexandrov spaces;The variational principle and completely nonlinear second-order equations;Regularity and weak regularity of solutions of quasi-linear elliptic systems;Regularity of statistical solutions of the transport equations;On the symmetric envelope of averaging of symmetric ideals;On the history of mathematics at Leningrad State University at the end of the 1920s;On the history of the St. Petersburg and Petrograd Mathematical Societies;St. Petersburg Mathematical Society

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