Titlebook: Rational Points on Algebraic Varieties; Zweite, aktualisiert Emmanuel Peyre,Yuri Tschinkel Conference proceedings 2001 Birkh?usr Verlag 200

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Diagonal Cubic Equations in four Variables with Prime Coefficients,The aim of this paper is to give an alternative proof of a theorem of R. Heath-Brown regarding the existence of non-zero integral solutions of the equation.where the p. are prime integers congruent to 2 modulo 3.

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Density of Integral Points on Algebraic Varieties,We study the Zariski density of integral points on quasi-projective algebraic varieties.

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Rational Points On Cubic Surfaces,.0 contains three coplanar lines defined over k, and let.be the set of those k-rational points on.which do not lie on any line on.We show that the number of points in.with height at most. is . .(. . for any ε >0.

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Emmanuel Peyreteme zu entwickeln. Lastprognosen, insbesondere probabilistische Prognosen, k?nnen fundiertere Planungs- und Managemententscheidungen unterstützen, was für künftige kohlenstoffarme Verteilungsne978-3-031-45471-4

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