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Statistical mechanics / Introduction to quantum mechanics / Integrable system / Walter Thirring / Quantum field theory / Spin model / Yang–Baxter equation / Mathematics / Physics / Mathematical physics / Quantum mechanics


ESI The Erwin Schr¨ odinger International Institute for Mathematical Physics
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Document Date: 2014-07-14 08:15:33


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City

Wien / Madrid / Sofia / Bucharest / Paris / Bratislava / Kyoto / Munich / Toronto / St. Petersburg / Trieste / Vienna / Hamburg / Geneva / Oslo / Warsaw / Birmingham / Kharkov / Berlin / Rome / Atlanta / Prague / /

Company

Baxter / ERWIN SCHRODINGER INTERNATIONAL / G. Zhislin (Nizhni Novgorod) On / /

Continent

Europe / /

Country

Bulgaria / Germany / Italy / Russia / Austria / United States / Ukraine / /

Currency

ATS / /

Event

Person Communication and Meetings / /

Facility

International Institute of Mathematical Physics / University of Rennes / University of Moscow / University of Alabama / University of Atlanta / University of Munich / University of Kentucky / International Institute / ERWIN SCHRODINGER INTERNATIONAL INSTITUTE OF MATHEMATICAL PHYSICS / Electrotechnical University of St. Petersburg / Radiophysik Institute / G. University of Virginia / Institute An Austrian ACTIVITIES IN / University of Trondheim / University of Virginia / Princeton University / University of Toulon / Erwin Schr¨odinger Institute / Charles University / University of St. Petersburg / International Erwin Schr¨odinger Institute / Institute An Austrian Initiative / Steklov Mathematical Institute / University of Nantes / University of Toronto / Nuclear Institute / University of Graz / University of Warsaw / University of Bucharest / /

IndustryTerm

fermion systems / spin systems / elliptic systems / chaotic systems / quantum systems / polynomial solutions / foreign travel / chiral sector solutions / /

OperatingSystem

Fermi / /

Organization

Federal Ministry of Science and Research / Institute of Mathematical Physics / Nuclear Institute Prague / University of St. Petersburg / Princeton University / Universidad Complutense / OECD / University of Virginia / Austrian Ministry for Science and Research / Austrian Ministry for Science / University of Toulon / University of Graz / Institute for Mathematical Physics Boltzmanngasse / Erwin Schr¨odinger Institute / International Scientific Administration Committee / University of Munich / University of Bucharest / Electrotechnical University of St. Petersburg / University of Warsaw / University of Moscow / National Science Foundation / Academy of Sciences / Radiophysik Institute / University of Rennes / University of Nantes / University of Atlanta / Steklov Mathematical Institute / ERWIN SCHRODINGER INTERNATIONAL INSTITUTE OF MATHEMATICAL PHYSICS / Charles University / Prague / University of Alabama / University of Kentucky / Georgia Technical School of Mathematics / Austrian government / Ecole Polytechnique Palaiseau / University of Toronto / University of Trondheim / /

Person

Erwin Schr / E. Mitidieri / Kroll / Bethe Ansatz / Peter W. Michor Typeset / Erwin Schr¨odinger / Cap / Sofia A. Schnizer / Mario Springnagel / G. Nenciu / Walter Thirring / Jean Michel / Y. Colin de Verdiere (Grenoble) / Rehren / D. Yafaev / G. E. Karadzhov / E. Busek / Polytechnique Palaiseau / Van Hove / M. Demuth / T. Todorov / Peter W. Michor / A. V. Sobolev / J. M. Combes / P. Clement / W. Thirring / P. Michor / Maria Hoffmann-Ostenhof / D. Robert / /

/

Position

gifted researcher / acting director / Professor / scientific director / Minister / scientist / Vice Chancellor / administration director / /

Product

Report 1993 9 R / /

ProvinceOrState

Virginia / Alabama / Kentucky / /

Region

eastern Germany / Eastern Europe / /

URL

http /

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