Roland Paulin

most citedAn explicit André-Oort type result for P^1(C) x G_m(C) based on logarithmic forms

1 citations · 1 across the 3 of their papers we have counts for

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3 papers

math.NT2016

Largest values of the Stern sequence, alternating binary expansions and continuants

Roland Paulin

We study the largest values of the $r$ th row of Stern's diatomic array. In particular, we prove some conjectures of Lansing. Our main tool is the connection between the Stern seque…

math.NT2016

On the minimal degree of morphisms between algebraic curves

Roland Paulin

Given smooth, projective, geometrically integral algebraic curves $X$ and $Y$ defined over a number field $K$ , assuming that there is a non-constant $K$ -morphism $φ : X \to Y$ ,…

math.NT2014★ 1 cited

An explicit André-Oort type result for P^1(C) x G_m(C) based on logarithmic forms

Roland Paulin

Using linear forms in logarithms we prove an explicit result of André-Oort type for $P^{1} (C) \times G_{m} (C)$ . In this variation the special points…