The Jacobian conjecture: structure of Keller mappings
Гипотеза Якоби была сформулирована О. Н. Келлером в 1939 г.
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Все статьи сборника:
Дубинин Владимир Николаевич
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On solvability of the boundary value problems for harmonic function on noncompact Riemannian manifoldsЛысов Владимир Генрихович
Integral representations for the Jacobi - Pineiro polynomials and the functions of the second kindМалютин Константин Геннадьевич, Гусев А. Л.
Geometric meaning of the interpolation conditions in the class of functions of finite order in the half-planeMatejicka Ladislav
Proof of a conjecture on Nielsen's бета-functionMoosavi B., Moradi H. R., Shah Hosseini M.
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Approximation properties of some discrete Fourier sums for piecewise smooth discontinuous functionsАлексеева Татьяна Анатольевна, Широков Николай Алексеевич
Constructive description of function classes on surfaces in R^3 and R^4Султанахмедов Мурад Салихович
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On the compactness of one class of quasiconformal mappingsСтарков Виктор Васильевич
The Jacobian conjecture: structure of Keller mappingsВолосивец Сергей Сергеевич
Double cosine-sine series and Nikol’skii classes in uniform metricPorselvi K., Elavarasan B.
On hybrid interior ideals in semigroups