Jahnel, Joerg - Mathematisches Institut, Georg-August-Universit�t G�ttingen

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Jahnel, Joerg - Mathematisches Institut, Georg-August-Universit�t G�ttingen

Aufgaben zur Vorlesung Algebra PD Dr. Jorg Jahnel
Generalized vector bundles on curves by N. Hoffmann, J. Jahnel and U. Stuhler in Gttingen
THE DISCRIMINANT OF A CUBIC SURFACE ANDREASSTEPHAN ELSENHANS AND J
THE DISCRIMINANT OF A CUBIC SURFACE ANDREAS-STEPHAN ELSENHANS AND J"ORG JAHNEL
WHEN IS THE (CO)SINE OF A RATIONAL ANGLE EQUAL TO A RATIONAL NUMBER?
On cubic surfaces with a rational line AndreasStephan Elsenhans # and Jorg Jahnel #
The Diophantine Equation x 4 + 2y 4 = z 4 + 4w 4 ---a number of improvements
On the smallest point on a diagonal cubic surface AndreasStephan Elsenhans # and Jorg Jahnel #
Experiments with general cubic surfaces AndreasStephan Elsenhans and Jorg Jahnel
Heights for line bundles on arithmetic varieties Jorg Jahnel \Lambda
Estimates for Tamagawa numbers of diagonal cubic surfaces1 Andreas-Stephan Elsenhansa
Determinantal quartics and the computation of the Picard group
The Diophantine Equation x4 a number of improvements
WHEN IS THE (CO)SINE OF A RATIONAL ANGLE EQUAL TO A RATIONAL NUMBER?
New sums of three cubes Andreas-Stephan Elsenhans and Jorg Jahnel
Cubic surfaces with a Galois invariant pair of Steiner trihedra
ON THE ARITHMETIC OF THE DISCRIMINANT FOR CUBIC SURFACES
Ceci est une version saisie en LATEX2e du livre "Revtements tales et Groupe Fondamental", Lecture Notes in Mathematics, 224, Springer-Verlag, Berlin-Heidelberg-
Tangentiale Flachheit und Lech-Hironaka-Ungleichungen D i s s e r t a t i o n
On the characteristic polynomial of the Frobenius on etale cohomology
Lech's conjecture on deformations of singularities and second Harrison cohomology
K3 surfaces of Picard rank one which are double covers of the projective plane
More cubic surfaces violating the Hasse principle Jorg Jahnel
LOCAL SINGULARITIES, FILTRATIONS AND TANGENTIAL FLATNESS
New sums of three cubes AndreasStephan Elsenhans and Jorg Jahnel
Heights for line bundles on arithmetic varieties Jorg Jahnel
On the characteristic polynomial of the Frobenius on etale cohomology
On cubic surfaces with a rational line Andreas-Stephan Elsenhans
On the quasi group of a cubic surface over a finite field
Kummer surfaces and the computation of the Picard group
The Picard group of a K3 surface and its reduction modulo p
Cubic surfaces with a Galois invariant pair of Steiner trihedra
ON THE BRAUERMANIN OBSTRUCTION FOR CUBIC SURFACES
THE DISCRIMINANT OF A CUBIC SURFACE ANDREAS-STEPHAN ELSENHANS AND JORG JAHNEL
On the smallest point on a diagonal cubic surface Andreas-Stephan Elsenhans
Cubic surfaces with a Galois invariant double-six Andreas-Stephan Elsenhans
On the smallest point on a diagonal quartic threefold
Experiments with general cubic surfaces Andreas-Stephan Elsenhans and Jorg Jahnel
The Asymptotics of Points of Bounded Height on Diagonal Cubic and Quartic Threefolds
MATHEMATICS OF COMPUTATION Volume 75, Number 254, Pages 935940
LOCAL SINGULARITIES, FILTRATIONS AND TANGENTIAL FLATNESS
Line bundles on arithmetic surfaces and intersection theory
Rational Points on Hypersurfaces in Projective Space Jorg Jahnel
Aufgaben zur Vorlesung Algebra PD Dr. Jorg Jahnel
Aufgaben zur Vorlesung Geometrie PD Dr. Jorg Jahnel
Estimates for Tamagawa numbers of diagonal cubic surfaces 1 AndreasStephan Elsenhans a , Jorg Jahnel b
ON THE COMPUTATION OF THE PICARD GROUP FOR CERTAIN SINGULAR QUARTIC SURFACES
Tangentiale Flachheit und Lech Hironaka Ungleichungen D i s s e r t a t i o n
MATHEMATICS OF COMPUTATION Volume 75, Number 254, Pages 935{940
On the distribution of small points on abelian and toric varieties
THE FIBONACCI SEQUENCE MODULO p 2 --AN INVESTIGATION BY COMPUTER FOR p < 10 14
ON THE ARITHMETIC OF THE DISCRIMINANT FOR CUBIC SURFACES
The Picard group of a K3 surface and its reduction modulo p
Aufgaben zur Vorlesung Topologie PD Dr. Jorg Jahnel
THE FIBONACCI SEQUENCE MODULO p2 AN INVESTIGATION BY COMPUTER FOR p < 1014
Generalized vector bundles on curves by N. Hoffmann, J. Jahnel and U. Stuhler in Gttingen
THE BRAUERSEVERI VARIETY ASSOCIATED WITH A CENTRAL SIMPLE ALGEBRA: A SURVEY
On the quasi group of a cubic surface over a finite field
On the smallest point on a diagonal quartic threefold
ON THE COMPUTATION OF THE PICARD GROUP FOR K3 SURFACES #
Aufgaben zur Vorlesung Geometrie PD Dr. Jorg Jahnel
Rational Points on Hypersurfaces in Projective Space Jorg Jahnel
Aufgaben zur Vorlesung Geometrie PD Dr. Jorg Jahnel
Cubic surfaces with a Galois invariant doublesix AndreasStephan Elsenhans # and Jorg Jahnel #
Line bundles on arithmetic surfaces and intersection theory
Aufgaben zur Vorlesung Geometrie PD Dr. Jorg Jahnel
Determinantal quartics and the computation of the Picard group
K3 surfaces of Picard rank one which are double covers of the projective plane
A HEIGHT FUNCTION ON THE PICARD GROUP OF SINGULAR ARAKELOV VARIETIES
Jrg Jahnel BRAUER GROUPS,
THE BRAUER-SEVERI VARIETY ASSOCIATED WITH A CENTRAL SIMPLE ALGEBRA: A SURVEY
Lech's conjecture on deformations of singularities and second Harrison cohomology
K3 surfaces of Picard rank one and degree two AndreasStephan Elsenhans and Jorg Jahnel
On the smallest point on a diagonal quartic threefold
THE FIBONACCI SEQUENCE MODULO p2 -AN INVESTIGATION BY COMPUTER FOR p < 1014
K3 surfaces of Picard rank one and degree two Andreas-Stephan Elsenhans and J"org Jahnel
LOCAL SINGULARITIES, FILTRATIONS AND TANGENTIAL FLATNESS
More cubic surfaces violating the Hasse principle J"org Jahnel
THE BRAUER-SEVERI VARIETY ASSOCIATED WITH A CENTRAL SIMPLE ALGEBRA: A SURVEY
On the characteristic polynomial of the Frobenius one'tale cohomology
Lech's conjecture on deformations of singularities and second Harrison cohomology
WHEN IS THE (CO)SINE OF A RATIONAL ANGLE EQUAL TO A RATIONAL NUMBER?
On the smallest point on a diagonal cubic surface Andreas-Stephan Elsenhans* and J"org Jahnel*
4 4 4 4 The Diophantine Equation x + 2y = z + 4w _
Estimates for Tamagawa numbers of diagonal cubic surfaces1 Andreas-Stephan Elsenhansa, J"org Jahnelb
MATHEMATICS OF COMPUTATION Volume 75, Number 254, Pages 935-940
Kummer surfaces and the computation of the Picard group
K3 surfaces of Picard rank one and degree two Andreas-Stephan Elsenhans and Jorg Jahnel
Jrg Jahnel BRAUER GROUPS,
THE DISCRIMINANT OF A CUBIC SURFACE ANDREASSTEPHAN ELSENHANS AND J
The Asymptotics of Points of Bounded Height on Diagonal Cubic and Quartic Threefolds
On Weil polynomials of K3 surfaces AndreasStephan Elsenhans 1 and Jorg Jahnel 2
ON THE BRAUER--MANIN OBSTRUCTION FOR CUBIC SURFACES #
On the distribution of small points on abelian and toric varieties
More cubic surfaces violating the Hasse principle Jorg Jahnel
ON THE COMPUTATION OF THE PICARD GROUP FOR K3 SURFACES
On Weil polynomials of K3 surfaces Andreas-Stephan Elsenhans1
The Picard group of a K 3 surface and its reduction modulo p
K3 surfaces of Picard rank one which are double covers of the projective plane
Cubic surfaces with a Galois invariant double-six Andreas-Stephan Elsenhans* and J"org Jahnel*
A HEIGHT FUNCTION ON THE PICARD GROUP OF SINGULAR ARAKELOV VARIETIES
THE DISCRIMINANT OF A CUBIC SURFACE ANDREAS-STEPHAN ELSENHANS AND J"ORG JAHNEL
The Asymptotics of Points of Bounded Height on Diagonal Cubic and Quartic Threefolds
Kummer surfaces and the computation of the Picard group
On the quasi group of a cubic surface over a finite field
Cubic surfaces with a Galois invariant pair of Steiner trihedra
J#rg Jahnel BRAUER GROUPS,
THE DISCRIMINANT OF A CUBIC SURFACE ANDREAS-STEPHAN ELSENHANS AND JORG JAHNEL
A HEIGHT FUNCTION ON THE PICARD GROUP OF SINGULAR ARAKELOV VARIETIES
ON THE ARITHMETIC OF THE DISCRIMINANT FOR CUBIC SURFACES
On the distribution of small points on abelian and toric varieties
On cubic surfaces with a rational line Andreas-Stephan Elsenhans* and J"org Jahnelz
Generalized vector bundles on curves by N. Hoffmann, J. Jahnel and U. Stuhler in Gttingen
Experiments with general cubic surfaces Andreas-Stephan Elsenhans and J"org Jahnel
Heights for line bundles on arithmetic varieties J"org Jahnel*
On the Brauer~Manin obstruction for cubic surfaces
ON THE COMPUTATION OF THE PICARD GROUP FOR CERTAIN SINGULAR QUARTIC SURFACES
ON THE COMPUTATION OF THE PICARD GROUP FOR K3 SURFACESz
New sums of three cubes Andreas-Stephan Elsenhans and J"org Jahnel
On Weil polynomials of K3 surfaces Andreas-Stephan Elsenhans1 and J"org Jahnel2
Line bundles on arithmetic surfaces and intersection theory
ON THE BRAUERMANIN OBSTRUCTION FOR CUBIC SURFACES
On the order three Brauer classes for cubic surfaces Andreas-Stephan Elsenhans* and J"org Jahnelz
O N T H E B R A U E R # M A N IN O B S T R U C T IO N F O R C U B IC SU R FA C E S
Journal de Th'eorie des Nombres de Bordeaux 00 (XXXX), 000-000
Under consideration for publication in Math. Proc. Camb. Phil. Soc. 1 On the computation of the Picard group for K3 surfaces
Journal de Theorie des Nombres de Bordeaux 00 (XXXX), 000000
Aufgaben zur Vorlesung Analysis I PD Dr. Jorg Jahnel
Under consideration for publication in Math. Proc. Camb. Phil. Soc. 1 On the computation of the Picard group for K3 surfaces
Under consideration for publication in Math. Proc. Camb. Phil. Soc. 1 On the computation of the Picard group for K3 surfaces
ON THE BRAUER--MANIN OBSTRUCTION FOR CUBIC SURFACES #
Journal de Theorie des Nombres de Bordeaux 00 (XXXX), 000--000
On the order three Brauer classes for cubic surfaces AndreasStephan Elsenhans # and Jorg Jahnel #
On the order three Brauer classes for cubic surfaces Andreas-Stephan Elsenhans
EXPERIMENTS WITH THE TRANSCENDENTAL BRAUERMANIN OBSTRUCTION
On Peyre's constant alpha for del Pezzo surfaces Ulrich Derenthal # , AndreasStephan Elsenhans # , and Jorg Jahnel
On the quasi group of a cubic surface over a finite field AndreasStephan Elsenhans a , Jorg Jahnel b
On Peyre's constant alpha for del Pezzo surfaces Ulrich Derenthal*, Andreas-Stephan Elsenhansz, and J"org Jahnelx
On the quasi group of a cubic surface over a nite eld Andreas-Stephan Elsenhansa, J#org Jahnelb
EXPERIMENTS WITH THE TRANSCENDENTAL BRAUER-MANIN OBSTRUCTION
On Peyre's constant alpha for del Pezzo surfaces Ulrich Derenthal
EXPERIMENTS WITH THE TRANSCENDENTAL BRAUER-MANIN OBSTRUCTION
Aufgaben zur Vorlesung Analysis I PD Dr. Jorg Jahnel
On the quasi group of a cubic surface over a finite field Andreas-Stephan Elsenhansa