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Themistocles M. Rassias / Analysis / Functional analysis / Cauchy–Rassias stability / Hyers–Ulam–Rassias stability / Mathematics / Mathematical analysis / Functional equations


Document Date: 2012-09-25 15:03:55

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City

Lakonia / Leipzig / Paris / Oxford / Milano / Amsterdam / Toronto / Basel / Pellana / Springer / Boston / New York / Pisa / Athens / Berlin / Haifa / Université de Montréal / London / /

Company

John Wiley & Sons Ltd. / World Scientific / World Scientific Publishing Company / USA Membership / Marcel Dekker Inc. / Hadronic Press Inc. / Cluj University Press / University of La Verne Press / /

Continent

Europe / Asia / /

Country

France / Canada / United Kingdom / Israel / Germany / Romania / Italy / Serbia / United States / Singapore / Spain / Greece / /

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Facility

University of Rome / National Technical University of Athens / Stanford University / Saint Mary’s College / Institute of Mathematics Academia Sinica / Imperial College / University of La Verne California / Institute of Mathematical Physics / Technology Institute / University of Alba Iulia / University of Bologna / University of Michigan / Israel Institute of Technology / University of California / Harvard University / Princeton University / Institute of Mathematics / University of Milan / University of Niš / National Technical University of Athens Department / University of Toronto / University of Barcelona / University of Torino / Massachusetts Institute of Technology / University of Bucharest / Athens Campus / Yale University / /

Organization

University of Rome / Institute of Mathematical Physics / University of Milan / University of Michigan / Princeton University / Massachusetts Institute of Technology / Technische Universität Berlin / University of Niš / University of Bologna / Universität Göttingen / Saint Mary’s College / Institute of Mathematics Academia Sinica / Australian Mathematical Society / Institute of Mathematics / New York Academy of Sciences / American Mathematical Society / University of Barcelona / University of Torino / Israel Institute of Technology / University of Bucharest / Chinese Academy of Sciences / Scuola Normale Superiore / Harvard University / National Technical University of Athens Department / American Mathematical Society Mathematical Association of America European Mathematical Society London Mathematical Society Sigma Xi / University of California / Berkeley / Institute for Advanced Study / Department of Mathematics / Imperial College / Yale University / Academy of Athens / National Scientific Research and Technology Institute / Japan Academy of Sciences / University of Alba Iulia / Stanford University / Royal Astronomical Society / University of Toronto / Technion / National Technical University of Athens / /

Person

F. P. Peterson / Addison Wesley Longman / S. N. Singh / Themistocles M. Rassias / D. Andrica / George Isac / J. Brzdek / V. A. Kalyagin / P. Šemrl / M. Rassias / Shiing-Shen Chern / R. Saadati / Stephen Smale / A. Yanushauskas / Albert Einstein / H. M. Srivastava / Constantin Carathéodory / J. Šimša / Verne California / J. Tabor / Raul Bott / /

Position

Research Mathematician / mathematician / Adjunct Professor / Research Associate / author / Professor / Associate Professor / Mathematics Thesis advisor / editor / Editorial Boards Editor / premier / co-author / Academic advisor / Teacher / Chairman / Advisory Editor / co-editor / /

Product

Dauphine / /

ProvinceOrState

Minnesota / New York / Michigan / New Jersey / Florida / Massachusetts / /

PublishedMedium

American Mathematical Monthly / the American Mathematical Society Proceedings / the International Journal / Mathematical Reviews / Proceedings of the American Mathematical Society / The Banach Journal / Geometry and Topology / the American Mathematical Society Journal / /

SportsLeague

Stanford University / /

Technology

1980 Massachusetts Institute of Technology / /

URL

http /

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