Perfil del autor: Olalla Acosta, Miguel Ángel
Datos institucionales
Nombre | Olalla Acosta, Miguel Ángel |
Departamento | Algebra |
Área de conocimiento | Álgebra |
Categoría profesional | Profesor Titular de Universidad |
Correo electrónico | Solicitar |
Estadísticas
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Nº publicaciones
12
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Nº visitas
1466
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Nº descargas
2497
Publicaciones |
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Trabajo Fin de Grado
La inversión respecto de una circunferencia
(2022)
La inversión es una transformación en el plano euclídeo extendido, que transforma rectas y circunferencias en rectas y ... |
Artículo
Key polynomials for simple extensions of valued fields
(Worldwide Center of Mathematics, 2022)
In this paper we present a refined version of MacLane's theory of key polynomials, similar to those considered by M. ... |
Trabajo Fin de Grado
El icosaedro y la irreducibilidad de la quíntica
(2019)
According to Galois theory, every irreducible quintic whose Galois group is isomorphic to A5 can not be solved by radicals, ... |
Trabajo Fin de Grado
Introducción a la teoría de valoraciones
(2016)
This paper makes an introduction to the theory of valuations on fields, we try to analyse the extension of valuations in ... |
Artículo
Extending a valuation centered in a local domain to the formal completion
(London Mathematical Society, 2012)
Let (R; m; k) be a local noetherian domain with field of fractions K and R_v a valuation ring, dominating R (not necessarily ... |
Artículo
Valuations in algebraic field extensions
(Elsevier, 2007)
Let K → L be an algebraic field extension and ν a valuation of K. The purpose of this paper is to describe the totality ... |
Artículo
Rank one discrete valuations of power series fields
(Taylor & Francis, 2007)
In this paper we study rank one discrete valuations of the field k((X1, . . . , Xn)) whose center in k[[X1, . . . , Xn]] ... |
Artículo
Monomial discrete valuations in k[[X]]
(Cornell University, 2003)
Let v be a rank m discrete valuation of k[[X1,...,Xn]] with dimension n-m. We prove that there exists an inmediate extension L of K where the valuation is monomial. Therefore we compute explicitly the residue field of the valuation. |
Artículo
Valuations in fields of power series
(European Mathematical Society, 2003)
This paper deals with valuations of fields of formal meromorphic functions and their residue fields. We explicitly describe ... |
Artículo
Computing the rational torsion of an elliptic curve using Tate normal form
(Elsevier, 2002)
It is a classical result (apparently due to Tate) that all elliptic curves with a torsion point of order n (4 ≤ n ≤ 10, ... |
Artículo
On the dimension of discrete valuations of k ((X1, ..., Xn))
(Elsevier, 2001)
Let v be a rank-one discrete valuation of the field Kn=k((X1,…,Xn)). We know, after [1], that if n=2 then the dimension ... |
Tesis Doctoral
Cálculos efectivos con valoraciones ramificación
(1999)
En la presente memoria se estudian las valoraciones discretas de rango 1 sobre un cuerpo de series en n variables con ... |