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M. Jespers An analogue of Chern-Weil theory for the line bundle of weak Jacobi forms on a non-compact modular surface Master Thesis Thesis supervisor: dr. R.S. de Jong June…

ar X iv :m at h 03 08 13 5v 1 m at h. R T 1 4 A ug 2 00 3 LIE THEORY AND THE CHERN-WEIL HOMOMORPHISM A. ALEKSEEV AND E. MEINRENKEN Abstract. Let P → B be a principal G-bundle.…

Slide * ANALOGUE ELECTRONICS. slide Slide * Symbol of a resistor 1a. Remember the main electrical magnitudes and find the unit for each one: Watt (W) Volts (V) Ohms (Ω)…

Berry phase, Chern number November 17, 2015 November 17, 2015 1 / 22 Literature: 1 J. K. Asbóth, L. Oroszlány, and A. Pályi, arXiv:1509.02295 2 D. Xiao, M-Ch Chang,…

3. Cobordism Theory 4. Surgery Theory 1.1 Chern-Weil Theory This theorem inspired Chern to define Chern classes and is a special case of the index theorem Theorem 1.1 (Gauss-Bonnet).

Principal Bundles Day 4: Chern Classes Bradley Zykoski June 18 2020 Bradley Zykoski Chern Classes June 18 2020 1 17 Summary of Day 3 Given a principal G -bundle π : P �…

KAZIM ILHAN IKEDA∗ ABSTRACT. An explicit expression for theε-factorεK((V,N),ψ,dµ) of a representation (V,N) of the Weil-Deligne groupWDK

/private/tmp/ajm/797-839.dviBy REINHOLD HUBL and AMNON YEKUTIELI Abstract. Let X be a variety over a field of characteristic 0. Given a vector bundle E on X we construct

1. Introduction 1.1. Suppose X is a compact n-dimensional complex manifold. Each partition I = {i1, i2, . . . , ir} of n corresponds to a Chern number cI(X) = ε(ci1(X)∪ci2(X)∪.

Notice de fonctionnementNotice de fonctionnement User’s manual FRANÇAIS E N G L I S H Français 2 C.A 406 Vous venez d’acquérir un Multimètre

Holograms of conformal Chern–Simons gravity Niklas Johansson Vienna University of Technology Uppsala, June 30, 2011 Work done with H. Afshar, B. Cvetković, S. Ertl and…

The chiral magnetic effect The Chern-Simons diffusion rate ΓCS in SUNc YM IHQCD The holographic ΓCS The axion spectral function Conclusions and future directions Appendices…

Chern classes and Characteristic Cycles of Determinantal Varieties Xiping Zhang February 3 2018 Abstract Let K be an algebraically closed field of characteristic 0 For m…

Symplectic forms on fiber bundles and the Chern classes Roy Smitshoek a thesis submitted to the Department of Mathematics at Utrecht University in partial fulfillment of…

Remarks on Chern-Simons Theory Dan Freed University of Texas at Austin 1 MSRI: 1982 2 Classical Chern-Simons 3 Quantum Chern-Simons Witten (1989): Integrate over space of…

User Guide Advanced Analogue Conventional Fire Alarm & Extinguishing Control Panel BUS Technology 8 – 72 Zones Version: 1.0 Revision: 2 ΕΝ 54-2: 1997/Α1:

A u s g a b e Β Das Organ der Ärzteschaft Gegründet 1872 DEUTSCHES ÄRZTEBLATT 21 Ärztliche Mitteilungen 24 Mai 1985 KBV-Vorsitzender Prof Häußler: „Die von uns geforderte…

Zeta-values from Euler to Weil-étale cohomology Alexey Beshenov Université de Bordeaux Universiteit Leiden Advised by Baptiste Morin and Bas Edixhoven 15 May 2017, Leiden…

Noval Half-BPS Wilson Loops in 3d N=4 Chern-Simons- matter theories Jun-Bao Wu IHEP, CAS Based on work in progress with Hao Ouyang, Jia-ju Zhang ICTS, USTC, Apr. 2, 2015…

J DIFFERENTIAL GEOMETRY 331991 787 902 GEOMETRIC QUANTIZATION OF CHERN SIMONS GAUGE THEORY SCOTT AXELROD STEVE DELLA PIETRA EDWARD WITTEN Abstract We present a new construction…