Venjakob, Otmar - Mathematisches Institut, Universität Heidelberg

• The GL2 main conjecture for elliptic curves without complex multiplication
• Prof. Dr. O. Venjakob Dr. Th. Bouganis Dr. J. Stix
• arXiv:math.RA/0406342v117Jun2004 On the dimension theory of skew power series rings
• GALOIS INVARIANTS OF K1-GROUPS OF IWASAWA DMITRIY IZYCHEV AND OTMAR VENJAKOB
• KONNEN -FUNKTIONEN DIOPHANTISCHE GLEICHUNGEN LOSEN? EINE HINFUHRUNG ZUR (NICHT-KOMMUTATIVEN) IWASAWA-THEORIE
• Ankundigung zur Vorlesung Sommersemester 2011
• Characteristic Elements in Noncommutative
• Prof. Dr. O. Venjakob Dr. Th. Bouganis The Eigencurve
• Iwasawa theory of p-adic Lie extensions One of the most challenging topics in modern number theory is the mysterious relation
• Dr. Th. Bouganis Algebraische Codierungstheorie
• Prof. Dr. O. Venjakob et al. Hida Families and Big Galois Representations
• Diplomarbeit Filtrations of p-adic analytic Galois
• On the structure of Selmer groups over p-adic Lie extensions
• ON THE STRUCTURE THEORY OF THE IWASAWA ALGEBRA OF A p-ADIC LIE GROUP
• CHARACTERISTIC ELEMENTS IN NONCOMMUTATIVE IWASAWA THEORY
• Prof. Dr. Otmar Venjakob et. al. Kato's Eulersysteme
• ON THE NON-COMMUTATIVE MAIN CONJECTURE FOR ELLIPTIC CURVES WITH COMPLEX MULTIPLICATION
• Oberseminar Modular Curves and the Eisenstein Ideal
• ON THE RANKS OF IWASAWA MODULES OVER p-ADIC LIE YOSHIHIRO OCHI AND OTMAR VENJAKOB
• p-adische Lie Gruppen Spezialvorlesung WS09
• ON THE STRUCTURE THEORY OF THE IWASAWA ALGEBRA OF A p-ADIC LIE GROUP
• CHARACTERISTIC ELEMENTS IN NONCOMMUTATIVE IWASAWA THEORY
• The GL2 main conjecture for elliptic curves without complex multiplication
• Characteristic Elements in Noncommutative
• FROM THE BIRCH & SWINNERTON-DYER CONJECTURE OVER THE EQUIVARIANT TAMAGAWA NUMBER CONJECTURE TO
• On the Main Conjecture for p-adic Lie Extensions of Heisenberg Type
• FROM CLASSICAL TO NON-COMMUTATIVE IWASAWA THEORY AN INTRODUCTION TO THE GL2 MAIN CONJECTURE
• LOCALISATIONS AND COMPLETIONS OF SKEW POWER SERIES PETER SCHNEIDER AND OTMAR VENJAKOB
• ON THE RANKS OF IWASAWA MODULES OVER p-ADIC LIE EXTENSIONS
• On the structure of Selmer groups over p-adic Lie extensions
• ON THE NON-COMMUTATIVE MAIN CONJECTURE FOR ELLIPTIC CURVES WITH COMPLEX MULTIPLICATION
• arXiv:math.NT/0507275v113Jul2005 FROM THE BIRCH & SWINNERTON-DYER CONJECTURE OVER
• Completely faithful Selmer groups over Kummer extensions
• Universitat Heidelberg Mathematisches Institut
• Deligne-Ribet's work on L-values Otmar Venjakob, Mathematisches Institut, Universitat Heidelberg, INF 288,
• Eine Rckmeldung bis zum 18. Dez. 2009 fr die Teilnahme am Buffet am Freitag, 15. Januar 2010
• KO"NNEN i-FUNKTIONEN DIOPHANTISCHE GLEICHUNGEN LO"SEN? EINE HINF"UHRUNG ZUR (NICHT-KOMMUTATIVEN) IWASAWA-THEORIE
• FROM CLASSICAL TO NON-COMMUTATIVE IWASAWA THEORY AN INTRODUCTION TO THE GL2 MAIN CONJECTURE
• 1 Completely faithful Selmer groups
• GALOIS INVARIANTS OF K1-GROUPS OF IWASAWA ALGEBRAS.
• A NONCOMMUTATIVE WEIERSTRASS PREPARATION THEOREM AND APPLICATIONS TO IWASAWA THEORY
• Deligne-Ribet's work on L-values Otmar Venjakob, Mathematisches Institut, Universit"at Heidelberg, INF 288,
• ON THE WORK OF RITTER AND WEISS IN COMPARISON WITH KAKDE'S APPROACH
• ON THE NON-COMMUTATIVE LOCAL MAIN CONJECTURE FOR ELLIPTIC CURVES WITH COMPLEX MULTIPLICATION
• Voevodskys Beweis der Milnor/Bloch/Kato-Vermutung
• Voevodskys Beweis der Milnor/Bloch/Kato-Vermutung
• ON THE WORK OF RITTER AND WEISS IN COMPARISON WITH KAKDE'S APPROACH
• ON THE NON-COMMUTATIVE LOCAL MAIN CONJECTURE FOR ELLIPTIC CURVES WITH COMPLEX MULTIPLICATION