[Logo] Dr. habil. Ilka Agricola

Books, review articles, theses

Vektoranalysis - Differentialformen in Analysis, Geometrie und Physik.
Ilka Agricola und Thomas Friedrich [Präsentation]
2. Auflage. Vieweg-Verlag, März 2010.

Non integrable geometries, torsion, and holonomy
I. Agricola. to appear in "Handbook of pseudo-Riemannian Geometry and Supersymmetry"
IRMA, EMS Publishing House, 2010.

Elementargeometrie - Fachwissen für Studium und Mathematikunterricht
Ilka Agricola und Thomas Friedrich [Präsentation]
2., erweiterte und ergänzte Auflage. Vieweg-Verlag, Oktober 2008.

Elementary Geometry
Ilka Agricola and Thomas Friedrich [AMS link]
Student Mathematical Library, vol. 43, AMS, due March 2008.

The Srní lectures on non-integrable geometries with torsion
I. Agricola [Abstract] [pdf-file]; with an appendix by Mario Kassuba [pdf-file].
math.DG/0606705, Arch. Math. 42 (2006), 5-84. ZBL 1164.53300

Elementargeometrie - Fachwissen für Studium und Mathematikunterricht
Ilka Agricola und Thomas Friedrich [Präsentation]
Vieweg-Verlag, April 2005. ZBL 02176212

Dirac operators, holonomy and string theory
Ilka Agricola [ps-file]
Introduction/summary/references to my habilitation thesis, defended Oct. 2004 at Greifswald University.

Global Analysis - Differential Forms in Analysis, Geometry and Physics.
Ilka Agricola and Thomas Friedrich [AMS link] [errata]
AMS, Graduate Studies in Mathematics 52, Rhode Island, 2002. MR 1998826

Globale Analysis - Differentialformen in Analysis, Geometrie und Physik.
Ilka Agricola und Thomas Friedrich [Präsentation]
Vieweg-Verlag, Januar 2001. MR 1823409

Die Frobenius-Zerlegung auf einer algebraischen G-Mannigfaltigkeit
Ilka Agricola [g-zipped ps-file] [errata]
Dissertation im Fach Mathematik, Humboldt-Universität zu Berlin, 2000.

Please note: According to general copyright rules, only preliminary versions are made available here. For a final version of these papers, please consult the corresponding journal issue or contact me to get a reprint.

Questions and comments concerning this page should be addressed per e-mail to
agricola@mathematik.hu-berlin.de

Ilka Agricola / 21.04.2010