D. Lorenzini

activity

19992026

most citedThe index of an algebraic variety

44 citations · 91 across the 7 of their papers we have counts for

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3 papers · 1 filter

math.NT2021

Integer Dynamics

Dino Lorenzini, Mentzelos Melistas, Arvind Suresh +2

Let $b \geq 2$ be an integer, and write the base $b$ expansion of any non-negative integer $n$ as $n = x_{0} + x_{1} b + \dots + x_{d} b^{d}$ , with $x_{d} > 0$ and $0 \leq x_{i} < b$ for $i=0,\dots,…

math.NT2017

New Points on Curves

Qing Liu, Dino Lorenzini

Let K be a field and let L/K be a finite extension. Let X/K be a scheme of finite type. A point of X(L) is said to be new if it does not belong to the union of X(F), when F runs ov…

math.NT2000★ 1 cited

Thue equations and the method of Coleman-Chabauty

Dino Lorenzini, Thomas J. Tucker

In this paper, we prove that a Thue equation F(x,y) = h, where h is an integer and F is a polynomial of degree n with integer coefficients and without repeated roots, has at most 2…