| Wissenschaftliche Mitarbeiter | Research | Lehre | Bibliography | Slides/Beamer | Diplomarbeiten | Doktorarbeiten | Events | Private |
|
Prof. Dr. Otmar Venjakob Universität Heidelberg
Telefon: +49-(0)6221-54-5697, |
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| Sekretariat: | Frau Schmoetten-Jonas, Zimmer 229,
Telefon: +49-(0)6221-54-5767, Telefax : -5769 |
Wissenschaftliche Mitarbeiter und Doktorranden
Dr. Thanasis Bouganis
Andreas Riedel
Aprameyo Pal
Ulrich Schmitt
Christian Rüschoff
Ehemalige
Peter Barth
Danny Arlen de Jesus Gomez Ramirez
Amala Bhave
Filippo Nuccio
Somnath Jha
Chandrakant Aribam
Dmitriy Izychev
Iwasawa theory of p-adic Lie
extensions , i.e.
structure theory of (modules over) completed group rings,
Arithmetic of Elliptic Curves, Selmer groups of
abelian varieties,
Structure of profinite (or pro-p) groups, generalized
free (co)products, e.g. fundamental groups of graphs of groups ...
Skew power series rings, skew Laurent series rings
Algebraic K-theory
 | The research project Iwasawa theory of p-adic Lie
extensions is supported by the ERC Starting Grant IWASAWA (01.07.2008 - 30.06.2013) and has been supported by a DFG Individual Grant (01.07.2007 - 30.09.2011). |
|
On
the structure of Selmer groups over p-adic Lie extensions (with Yoshihiro Ochi)
Galois groups of real function fields in one variable with restricted ramification
On the structure theory of the Iwasawa algebra of a p-adic Lie group
On the Iwasawa theory of p-adic Lie extensions
On the ranks of Iwasawa modules over p-adic Lie extensions
A noncommutative Weierstrass preparation theorem and aplications to Iwasawa theory
Completely faithful Selmer groups over Kummer extensions (with Yoshitaka Hachimori)
Characteristic Elements in Noncommutative Iwasawa Theory
The GL_2 main conjecture for elliptic curves
without complex multiplication (with J. Coates, T. Fukaya, K. Kato and R. Sujatha)
From classical to non-commutative Iwasawa theory - an introduction to the GL_2 main conjecture
On the codimension of modules over skew power series rings with applications to Iwasawa algebras (with P. Schneider)
From the Birch and Swinnerton Dyer Conjecture over the Equivariant Tamagawa Number Conjecture to non-commutative Iwasawa theory
Leading terms of p-adic L-functions in non-commutative Iwasawa theory (with D. Burns)
Können Zeta-Funktionen diophantische Gleichungen lösen? (Antrittsvorlesung in Bonn)
Localisations and completions of skew power series rings (with P. Schneider)
On descent theory and main conjectures
in non-commutative Iwasawa theory (with D. Burns)
Deligne-Ribet's work on L-values
On the non-commutative Main Conjecture for elliptic curves with complex
multiplication (with A. Bouganis)
A splitting for K_1 of completed group rings (with P. Schneider)
Galois invariants of K_1-groups of Iwasawa algebras (with D. Izychev)
K_1 of certain Iwasawa algebras, after Kakde (with P. Schneider)
On the work of Ritter and Weiss in Comparison with Kakde's Approach
SK_1 and Lie algebras (with P. Schneider)
On Kato's local $\epsilon$-isomorphism Conjecture for rank one Iwasawa modules (old title: On the non-commutative Local Main Conjecture for elliptic curves with complex multiplication)
A note on determinant functors and spectral sequences
Local epsilon isomorphisms (with D. Loeffler and S. Zerbes)
4ecm Stockholm, 29.06.2004, (also Altencoa 2006, Popayan, Colombia), The GL_2 main conjecture for elliptic curves without complex multiplication
Regionale Siegerehrung der 45. Mathematik-Olympiade, Bonn 2005, 1 + 1 = 0
University of Havana, February 19-23, 2007, From the Birch and Swinnerton Dyer Conjecture to the GL_2 Main Conjecture for elliptic curves
Kassel, 17.12.2007, Können L-Funktionen Diophantische
Gleichungen lösen? - Eine Hinführung zur (nicht-kommutativen) Iwasawa Theorie
CMS Winter 2007 Meeting, 13.12.2007, Are L-functions able to solve Diophantine equations? - An introduction to (non-commutative) Iwasawa theory
Newton Institute Cambridge, 22.07.2009, On the noncommutative Iwasawa Main Conjecture for CM-elliptic curves (video), Slides I , Slides II
CIMPA School in Cartagena, 14.02.2012, Plenary talk On SK_1 of Iwasawa algebras , Course notes on p-adic Numbers and the Hasse Principle
Alexander Leesch, On the Main Conjecture for p-adic
Lie Extensions of Heisenberg Type
of Totally Real Number Fields, 2009
Cornelius Probst, Filtrations of p-adic analytic Galois
groups of local fields, 2008
Christian Rüschoff, Topologische und vollständige
Schiefmonoidringe lokal proendlicher,
eigentlicher Monoide, 2011
Peter Barth, On the Iwasawa Theory for One-Parameter Families of Motives, 2011
Dmitriy Izychev, Equivariant epsilon-conjecture for unramified twists of Z_p(1), 2012
Applications of Iwasawa Algebras, Banff International Research Station for Mathematical Innovation and Discovery (BIRS) , March 3-8, 2013.
Organized by: Sujatha Ramdorai, Peter Schneider, Otmar Venjakob
IWASAWA 2012 - MATCH-Conference, Heidelberg,
July 30 - August 3, 2012
Organized by: Thanasis Bouganis, Otmar Venjakob
CIMPA School 2012: Algebraic Structures, their representation and applications in geometry and non-associative models, March 5-16, Cartagena de Indias
Instructional
workshop on the noncommutative main conjectures, Münster, April 25 - May 01,
2011
Festkolloquium „Arithmetische Galoisgruppen“ zum 60. Geburtstag von Prof. Dr. Kay Wingberg, Heidelberg, 14.01.2010-15.01.2010
Workshop: Arithmetische Geometrie, Heidelberg, 8.4.2003-9.4.2003
Casa Estudio (Kolumbien, Bogotá, Straßenkinder, ...)
