[PDF][PDF] Diophantine geometry of the torsion of a Drinfeld module

T Scanlon - Journal of number theory, 2002 - core.ac.uk
DENIS proposed that the qualitative diophantine results known for certain subgroups of semi-
abelian varieties should hold for Drinfeld modules. In particular, the Manin–Mumford …

[引用][C] Diophantine Geometry of the Torsion of a Drinfeld Module

T Scanlon - Journal of Number Theory, 2002 - Elsevier
Diophantine Geometry of theTorsion of a Drinfeld Module1 Page 1 Journal of Number Theory
97, 10–25 (2002) doi:10.1006/jnth.2001.2751 Diophantine Geometry of theTorsion of a Drinfeld …

[引用][C] Diophantine geometry of the torsion of a Drinfeld module

T SCANLON - J. Number Theory, 2002 - cir.nii.ac.jp

[PDF][PDF] DIOPHANTINE GEOMETRY OF THE TORSION OF A DRINFELD MODULE

T SCANLON - 2000 - Citeseer
DIOPHANTINE GEOMETRY OF THE TORSION OF A DRINFELD MODULE 1. Introduction L.
Denis proposed that the qualitative diophantine resu Page 1 DIOPHANTINE GEOMETRY OF …

[引用][C] Diophantine Geometry of the Torsion of a Drinfeld Module

T Scanlon, D Goss - Journal of Number Theory, 2002 - elibrary.ru
We prove an analogue of the Manin-Mumford conjecture for Drinfeld modules of generic
characteristic.© 2002 Elsevier Science (USA).

[PDF][PDF] DIOPHANTINE GEOMETRY OF THE TORSION OF A DRINFELD MODULE

T SCANLON - 2000 - math.berkeley.edu
DIOPHANTINE GEOMETRY OF THE TORSION OF A DRINFELD MODULE 1. Introduction L.
Denis proposed that the qualitative diophantine resu Page 1 DIOPHANTINE GEOMETRY OF …

[引用][C] Diophantine Geometry of the Torsion of a Drinfeld Module

T Scanlon - Journal of Number Theory, 2002 - infona.pl
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