Add to ORKGAbstract. We show that if a meromorphic function of degree at most four on a real algebraic curve of an arbitrary genus has only real critical points then it is conjugate to a real meromorphic function after a suitable projective automorphism of the image. Sur la réalite ́ totale des fonctions méromorphes Résumé. On montre que si tous les points critiques d’une fonction méromorphe de degre ́ au plus quatre sur une courbe algébrique réelle de genre arbitraire sont réels, alors la fonction est conjugée a ̀ une fonction méromorphe réelle après un automorphisme projectif ap-proprie ́ de l’image. 1
The content of this thesis can be divided into two broad topics. The first half investigates the def...
Let y be a paracompact connected real analytie manifoid of dimension 1 or 2, i.e. a smooth curve or ...
Let /be a meromorphic function in the complex plane. We will use the following standard notations of...
We show that if a meromorphic function of degree at most four on a real algebraic curve of an arbitr...
We show that, if a meromorphic function of degree at most four on a real algebraic curve of an arbit...
It was earlier conjectured by the second and the third authors that any rational curve γ: CP1 → CPn ...
We show that if a pair of meromorphic functions parametrize an algebraic curve then they have a com...
This PhD thesis is about some arithmetic properties of meromorphic functions of one variable.In chap...
The subject of this paper is the bounded level curves of a meromorphic function $f$ with domain $G$ ...
Let us begin with introducing the following fundamental notations and definition. Let f(z) be a tran...
Let X be a geometrically irreducible smooth projective curve defined over xs211D, of genus at least ...
Cette thèse porte sur des propriétés arithmétiques des fonctions méromorphes et transcendantes d'une...
We study the geometry of certain algebraic curves in the moduli space of cubic polynomials, and in t...
We consider the class of transcendental meromorphic functions which have at least one pole and are n...
Let X be a geometrically irreductble smooth projective cruve defined over R. of genus at least 2. th...
The content of this thesis can be divided into two broad topics. The first half investigates the def...
Let y be a paracompact connected real analytie manifoid of dimension 1 or 2, i.e. a smooth curve or ...
Let /be a meromorphic function in the complex plane. We will use the following standard notations of...
We show that if a meromorphic function of degree at most four on a real algebraic curve of an arbitr...
We show that, if a meromorphic function of degree at most four on a real algebraic curve of an arbit...
It was earlier conjectured by the second and the third authors that any rational curve γ: CP1 → CPn ...
We show that if a pair of meromorphic functions parametrize an algebraic curve then they have a com...
This PhD thesis is about some arithmetic properties of meromorphic functions of one variable.In chap...
The subject of this paper is the bounded level curves of a meromorphic function $f$ with domain $G$ ...
Let us begin with introducing the following fundamental notations and definition. Let f(z) be a tran...
Let X be a geometrically irreducible smooth projective curve defined over xs211D, of genus at least ...
Cette thèse porte sur des propriétés arithmétiques des fonctions méromorphes et transcendantes d'une...
We study the geometry of certain algebraic curves in the moduli space of cubic polynomials, and in t...
We consider the class of transcendental meromorphic functions which have at least one pole and are n...
Let X be a geometrically irreductble smooth projective cruve defined over R. of genus at least 2. th...
The content of this thesis can be divided into two broad topics. The first half investigates the def...
Let y be a paracompact connected real analytie manifoid of dimension 1 or 2, i.e. a smooth curve or ...
Let /be a meromorphic function in the complex plane. We will use the following standard notations of...