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Arithmetic surface
Lecture Notes in Mathematics
Annales Scientifiques De L'é.Ns
Correspondences in Arakelov Geometry and Applications to the Case of Hecke Operators on Modular Curves
Volume Function Over a Trivially Valued Field
Arakelov Theory on Arithmetic Surfaces Over a Trivially Valued Field Huayi Chen, Atsushi Moriwaki
The Arithmetic and Geometry of Genus Four Curves
Distributions in Algebraic Dynamics
Bibliography for Arithmetic Dynamical Systems
On the Neron Model of Y 2
A Discriminant and an Upper Bound for W2 for Hyperelliptic Arithmetic Surfaces
Representations of Higher Adelic Groups and Arithmetic
Arithmetic Intersection Theory
Arxiv:2103.10969V2 [Math.AG] 24 May 2021 by Stelcswhere Locus the As Etrbundle Vector a Oudrtn Uhlc St Aktopoints Two Mark to Is Loci Such Understand to Way D G 1.1
INI Programme Arithmetic Geometry Report
ON an UPPER BOUND for the ARITHMETIC SELF-INTERSECTION NUMBER of the DUALIZING SHEAF on ARITHMETIC SURFACES Introduction 0.1. Ar
Research Proposal Chitrabhanu Chaudhuri
[email protected]
P-ADIC HEIGHTS of HEEGNER POINTS on SHIMURA CURVES by Daniel Disegni
Line Bundles on Arithmetic Surfaces and Intersection Theory
Top View
Conjectures on the Logarithmic Derivatives of Artin L-Functions II
Log Minimal Models for Arithmetic Threefolds
Arakelov Intersection Theory Applied to Torsors of Semi-Stable Elliptic Curves
Holography Principle and Arithmetic of Algebraic Curves
325 J1(P) Has Connected Fibers Brian Conrad, Bas Edixhoven, William Stein
Arxiv:Math/0312359V2 [Math.NT] 6 Sep 2004 Efitreto Fapit Eas Iea Lmnaypofo Re B a Curve Elliptic of Order
SEMI-STABLE REDUCTION for CURVES 1. Arithmetic Surfaces Let S Be a Connected Dedekind Scheme. We Denote by K = K(S)
Mordell's Review, Siegel's Ietter to Mordell, Diophantine Geometry, and 20Th Century Mathematics by Serge Lang
INTERSECTION THEORY on ARITHMETIC SURFACES Fix A
Applications of Arithmetic Algebraic Geometry to Diophantine Approximations
Diophantine Inequalities and Arakelov Theory
Analysis on Arithmetic Schemes. II
Adelic Geometry on Arithmetic Surfaces I: Idelic and Adelic Interpretation of the Deligne Pairing
Special Values of the Zeta Function of an Arithmetic Surface
Arakelov Geometry of Modular Curves X0(P2)
On Certain Problems of Algebraic Surfaces Yi Gu
The Arithmetic Hodge-Index Theorem and Rigidity of Algebraic Dynamical Systems Over Function fields
Arithmetic Surfaces and Adelic Quotient Groups
Abstracts 1.2
Computing Canonical Heights on Jacobians
Math 281X - Arakelov Theory on Arithmetic Surfaces
Models of Curves
Geometry of Curves Over a Discrete Valuation Ring
Explicit Arakelov Geometry
Arxiv:2105.13587V3 [Math.NT] 11 Aug 2021 Adelic Line Bundles Over Quasi-Projective Varieties