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Partial differential equations / Elliptic operator / Elliptic boundary value problem / Harmonic function / Sergei Sobolev / Sobolev space / Domain / Differential equation / Potential theory / Calculus / Mathematical analysis / Mathematics


Document Date: 2008-10-02 05:32:57

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Boston / Oxford / Kyoto / Berlin / Cambridge / Beijing / Providence / Leningrad / London / /

Company

Clarendon Press / W. G. Mazja S. A. / World Scientific / B. A. Plamenevskii / /

Country

Germany / Netherlands / Sweden / France / United States / United Kingdom / Israel / India / /

Facility

Leningrad State University / University of Rostock / Laboratory of Mathematical Models / University of Liverpool / Moscow State University / Institute of Engineering Studies / Leningrad Shipbuilding Institute / Ohio State University / Link¨oping University / Research Institute of Mathematics / /

IndustryTerm

potential energy operator / elliptic and parabolic systems / important applications / asymptotic solutions / energy space / numerical solution / /

Organization

Higher Certification Commission / Ecole Polytechnique in Paris / Cambridge Univ. / Academy of Sciences / Institute of Engineering Studies / University of Liverpool / Royal Society of Edinburgh / University of Rostock / Academic Council / Leningrad State University / Leningrad Division / Moscow State University / Link¨oping University / Consultation Centre / International Congress / Leningrad Shipbuilding Institute / Research Institute of Mathematics and Mechanics / Ohio State University / Faculty of Mathematics and Mechanics / Leningrad Mathematical Society / St. Petersburg State Univ. / Laboratory of Mathematical Models / Academy of Sciences of the USSR / /

Person

V. G. Maz’ya / A. B. Movchan / G. Reshetnyak / V / Mark Kac / Jacques Hadamard / V. A. Kozlov / S. G. Gindikin / V / V. A. Kozlov / V / T. O. Shaposhnikova / I. V. Gel’man / J. Rossmann / V. A. Kondrat’ev / V / G. Maz / Vladimir G. Maz’ya / Vladimir Gilelevich Maz’ya / S. V. Poborchi / S. V. Poborchii / B. R. Vainberg / Hist / Vladimir Gilelevich / N. G. Kuznetsov / V / /

Position

first director / prominent mathematician and author / formal research advisor / accountant / head / mathematician / professor / universal mathematician / invited speaker / /

Product

Skullcandy G.I. Headphone/Headset / /

ProvinceOrState

Rhode Island / /

Technology

DoM / /

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