%0 Journal Article 
%A Sendra Pons, Juan Rafael
%A Sevilla, David
%T First steps towards radical parametrization of algebraic surfaces
%D 2013
%@ 0167-8396
%U http://hdl.handle.net/10017/20447
%X We introduce the notion of radical parametrization of a surface, and we provide algorithms
to compute such type of parametrizations for families of surfaces, like: Fermat surfaces,
surfaces with a high multiplicity (at least the degree minus 4) singularity, all irreducible
surfaces of degree at most 5, all irreducible singular surfaces of degree 6, and surfaces
containing a pencil of low-genus curves. In addition, we prove that radical parametrizations
are preserved under certain type of geometric constructions that include offset and
conchoids.
%K Algebraic surface
%K Radical parametrization
%K Ciencia
%K Matemáticas
%K Science
%K Mathematics
%~ Biblioteca Universidad de Alcala