1 citations · 2 across the 4 of their papers we have counts for
4 papers
On real Waring decompositions of real binary forms
Macarena Ansola, Antonio Díaz-Cano, M. Angeles Zurro
The Waring Problem over polynomial rings asks how to decompose a homogeneous polynomial of degree as a finite sum of -{th} powers of linear forms. In this work we give a…
Semialgebraic decomposition of real binary forms of a given degree's space
Macarena Ansola, Antonio Díaz-Cano, M. Angeles Zurro
The Waring Problem over polynomial rings asks for how to decompose an homogeneous polynomial of degree as a finite sum of powers of linear forms. First, we give a cons…
Tropical conics for the layman
M. Ansola, M. J. de la Puente
We present a simple and elementary procedure to sketch the tropical conic given by a degree--two homogeneous tropical polynomial. These conics are trees of a very particular kind.…
A note on tropical triangles in the plane
M. Ansola, M. J. de la Puente
We define transversal tropical triangles (affine and projective) and characterize them via six inequalities to be satisfied by the coordinates of the vertices. We prove that the ve…