From the 1 of 4 linked papers with an AI index.
4 papers
If a machine did it, it is probably transcendental (even -adically)
Laura Capuano, Sara Checcoli, Marzio Mula +1
The paper proves that p‑adic numbers whose continued‑fraction expansions come from broad classes of combinatorial words are either quadratic algebraic or transcendental, extending…
p-Adically convergent loci in varieties arising from periodic continued fractions
Laura Capuano, Marzio Mula, Lea Terracini +1
Inspired by several alternative definitions of continued fraction expansions for elements in , we study -adically convergent periodic continued fractions with parti…
On -adic continued fractions with extraneous denominators: some explicit finiteness results
Laura Capuano, Sara Checcoli, Marzio Mula +1
Let be a number field. We show that, up to allowing a finite set of denominators in the partial quotients, it is possible to define algorithms for -adic continued…
The Hessian of elliptic curves as a Lattès map
Marzio Mula, Federico Pintore, Daniele Taufer
We prove that the Hessian transformation of elliptic curves, both as an action on -invariants and on the Hesse pencil, is a rigid Lattès map fitting into a reduced diagram, hen…