5 citations · 9 across the 9 of their papers we have counts for
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math.AG2022
Plane polynomials and Hamiltonian vector fields determined by their singular points
John A. Arredondo, Jesús Muciño-Raymundo
Let be critical points of a polynomial in the plane , where is or . Our goal is to study the crit…
math.DS2022
Integrability and adapted complex structures to smooth vector fields on the plane
Gaspar León-Gil, Jesús Muciño-Raymundo
Singular complex analytic vector fields on the Riemann surfaces enjoy several geometric properties (singular means that poles and essential singularities are admissible). We descri…
math.CV2022★ 1 cited
Geometry of transcendental singularities of complex analytic functions and vector fields
Alvaro Alvarez-Parrilla, Jesús Muciño-Raymundo
On Riemann surfaces , there exists a canonical correspondence between a possibly multivalued function whose differential is single valued ( an additively automorphic…