Rainer Hempel and Ira Herbst - Free people check

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AMS eBooks: American Mathematical Society Translations ...www.ams.org › books › trans2

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... potential from three spectra; Rainer Hempel – Oscillatory eigenvalue branches for Schrödinger operators with strongly coupled magnetic fields; Ira Herbst and ...

B. Simon's Co-Authors - Caltech Mathmath.caltech.edu › simon › coauthor

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... Evans Harrell · Rainer Hempel · Ira Herbst · Raphael Høegh-Krohn Wikipedia; Albertus Hof; Maria Hoffmann-Ostenhof Wikipedia · Thomas Hoffmann-Ostenhof ...

Bands and Gaps for Periodic Magnetic Hamiltonians - Ira Herbst,...

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Bands and Gaps for Periodic Magnetic Hamiltonians. Front Cover. Ira Herbst, Rainer Hempel. Institute für Mathematik, Techn. Univ., pages.

Intervals of Dense Point Spectrum for Spherically Symmetric...

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Rainer Hempel, Ira Herbst, Andreas M. Hinz, Hubert Kalf; Intervals of Dense Point Spectrum for Spherically Symmetric Schrödinger Operators of the Type −δ+cos‖x‖

Bands and Gaps for Periodic Magnetic Hamiltonians | SpringerLink

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affiliations. Rainer Hempel; Ira Herbst. Rainer Hempel. 1; 2. Ira Herbst. 3; Univ. of ...

Strong magnetic fields, Dirichlet boundaries, and spectral gaps |...

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Rainer Hempel. Present address: Department of Mathematics, Univ. of Alabama at BirminghamBirmingham, AL, USA. Ira Herbst. Present address: ...

All web results to the name "Rainer Hempel"

AMS :: Proceedings of the American Mathematical Society

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by K Schmidt · · Cited by 7 — Rainer Hempel, Ira Herbst, Andreas M. Hinz, and Hubert Kalf, Intervals of dense point spectrum for spherically symmetric Schrödinger operators of the type ... › proc

Bands and Gaps for Periodic Magnetic Hamiltonians

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by R Hempel · · Cited by 35 — Rainer Hempel, Ira Herbst · Bands and Gaps for Periodic Magnetic Hamiltonians The paper is published: in M. Demuth et. al. (eds.) ... by R Hempel · · Cited by 84 — Rainer Hempel, Ira Herbst · Strong magnetic fields, Dirichlet boundaries and spectral gaps. The paper is published: Commun. Math. Phys. › shadow › esi162 › shadow › esi074

AMS :: St. Petersburg Mathematical Journalwww.ams.org › journal-getitem

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Rainer Hempel and Ira Herbst, Strong magnetic fields, Dirichlet boundaries, and spectral gaps, Comm. Math. Phys (1995), no. 2, 237–259. MR ; 4.

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Rainer Hempel and Ira Herbst Free People Check