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Height function
Distribution of Rational Points on Toric Varieties: a Multi-Height Approach
Heights, Algebraic Dynamics and Berkovich Analytic Spaces
Small Dynamical Heights for Quadratic Polynomials and Rational Functions.1.1
Computing Points of Small Height for Cubic Polynomials
UC Berkeley UC Berkeley Electronic Theses and Dissertations
Rationality of Dynamical Canonical Height 11
Arithmetic Dynamics, Arithmetic Geometry, and Number Theory Joseph H
Small Dynamical Heights for Quadratic Polynomials and Rational Functions
Lecture Notes on Arithmetic Dynamics Arizona Winter School March 13–17, 2010
Small Points and Adelic Metrics
Arxiv:Cond-Mat/9606220V2 28 Jul 1997 .INTRODUCTION 1
Generalized Greatest Common Divisors for Orbits Under Rational
Math 249A Fall 2010: Transcendental Number Theory
Points of Bounded Heights
Arxiv:Math/0405006V1 [Math.NT] 1 May 2004 Fmrhssascae Ihln Bundles
S-Unit Equations and Their Applications J
An Introduction to Height Functions Joseph H
Introduction to Heights
Top View
Heights and Totally Real Numbers
POINTS of BOUNDED HEIGHT on ALGEBRAIC VARIETIES Contents
Good Height Functions on Quasi-Projective Varieties
Height Functions
Heights and Effective Theory of Quadratic Forms Over Global Fields
Néron Local Height Functions for Elliptic Curves
Université De Bordeaux Algebraic Values Of
Height Functions for Motives
Height Functions in Number Theory (Winter 2018)
Algebraic Values of Transcendental Functions
An Explicit Theory of Heights
VARIATION of CANONICAL HEIGHT and EQUIDISTRIBUTION 10 Proposition 3.1
Fundamentals of Diophantine Geometry Serge Lang
Diophantine Geometry in Characteristic P: a Survey José Felipe Voloch
Algebraic Dynamics, Canonical Heights and Arakelov Geometry
Arxiv:1903.00977V5 [Math.NT] 8 Jul 2020 in Terms of the Size of X and Y
Université De Bordeaux Algebraic Values of Transcendental Functions
Is Said to Have Bounded Height If the Weil Height Is Bounded on This Set
Heights and Preperiodic Points of Polynomials Over Function Fields
DIOPHANTINE GEOMETRY on CURVES OVER FUNCTION FIELDS These Are Extended Notes of My Five Hours Lecture at the Winter School on Al
HEIGHT FUNCTIONS 1. Normalized Absolute Values Let K Be An
Algebraic Numbers with Elements of Small Height Haydar Göral