Dieter van den bleeken thesis

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Dieter van den bleeken thesis

Some finishing touches of this formulation were recently worked out in Ref. This note extends the finishing touches of Ref. The main modification is that the Dirac operator must be coupled to a hyperholomorphic vector bundle.

The relevant hyperholomorphic bundle is described in Sect. Some details are in Appendix B. There are two applications of this work. First, given the truth of the no-exotics conjecture of Ref. The novel point in this note is that these predictions are extended to Dirac operators coupled to certain hyperholomorphic bundles described below.

One example is worked out in detail in Sect. This paper builds on and extends the letter Ref. We will endeavor to use the same notation as in that letter and in the interest of brevity we will not always fully define notation—so we will assume the reader has some familiarity with Ref.

Full computations and complete details can be found in the forthcoming PhD thesis of the first author.

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Further background material and extensive references to the large literature on the semiclassical formulation of BPS states can be found in Refs. We thus confine attention to Lagrangian d."BPS dyons and Hesse flow" Dieter Van den Bleeken, Journal of High Energy Physics , ().

"Black hole bound states in AdS3xS2 " Jan de Boer, Frederik Denef, Sheer El-Showk, Ilies Messamah and Dieter Van den Bleeken, Journal of High Energy Physics , ().

Dieter van den bleeken thesis

Thesis for the degree of DOCTOR OF PHILOSOPHY in Physics at CHALMERS UNIVERSITY OF TECHNOLOGY AND Kuperstein, Carlo Maccaferri, Yan Soibelman, Dieter Van den Bleeken, Stefan Vandoren, Pierre Van-hove, Alexander Wijns, Niclas Wyllard and Genkai Zhang.

\Man cannot survive except by gaining knowledge, and reason is his only means to gain it. Se Dieter Van der Stocks profil på LinkedIn, världens största yrkesnätverk. Dieter har angett 17 jobb i sin profil. Se hela profilen på LinkedIn, upptäck Dieters kontakter och hitta jobb på liknande företag.

Parameter counting for singular monopoles on G.W.

Dieter van den bleeken thesis

Moore, A.B. Royston and D. Van den Bleeken, Brane bending and monopole moduli, arXiv [INSPIRE]. Dieter Van den Bleeken. 3; 1. NHETC and Department of Physics and Astronomy Rutgers University Piscataway United . Ghent University has implemented an Open Access mandate for scientific publications as of publication year Learn more The Transcription Factor ZEB2 Is .

Her master thesis, was supervised by Dieter Van Den Bleeken, is on asymptotic symmetries and its applications. Her most recent research interest is related to .

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