AbstractThe author reports on old work of his on the transcendency of functions satisfying functional equations like F(z2)=(1−z)F(z)−z1−z He suggests a number of directions in which this work might possibly be extended
RésuméWe describe here the state of the art in transcendence methods, proving in an abstract setting...
This thesis is divided into two parts. The first part consisting of the first four chapters. We stud...
This thesis is part of Number Theory. It deals with transcendence and algebraic independence of valu...
AbstractThe author reports on old work of his on the transcendency of functions satisfying functiona...
AbstractIf T is an n × n matrix with nonnegative integral entries, we define a transformation T: Cn ...
In this thesis, we investigate topics belonging to number theory, and especially to transcendental n...
52 pagesLet $K$ be a field of characteristic zero and $k$ and $l$ be two multiplicatively independen...
By a Schwarzian differential equation, we mean an equation of the form $S_{\frac{d}{dt}}(y) +(y')^2 ...
Everyone who takes a course in Complex Analysis learns the Schwarz lemma. The most familiar form of ...
Le théorème de Schneider-Lang est un critère classique de transcendance pour des nombres complexes. ...
Cette thèse se situe dans le domaine de la théorie des nombres. Nous étudions la transcendance et l...
The subject of this article belongs to the general question Under which condition(s) suit-ably norma...
Algebraic independence of the values of Mahler functions satisfying implicit functional equations by...
AbstractIn a recent paper (Buium et al., 2011 [3]), Buium et al. proved that f is a locally analytic...
International audienceHere we propose a survey on Mahler's theory for transcendence and algebraic in...
RésuméWe describe here the state of the art in transcendence methods, proving in an abstract setting...
This thesis is divided into two parts. The first part consisting of the first four chapters. We stud...
This thesis is part of Number Theory. It deals with transcendence and algebraic independence of valu...
AbstractThe author reports on old work of his on the transcendency of functions satisfying functiona...
AbstractIf T is an n × n matrix with nonnegative integral entries, we define a transformation T: Cn ...
In this thesis, we investigate topics belonging to number theory, and especially to transcendental n...
52 pagesLet $K$ be a field of characteristic zero and $k$ and $l$ be two multiplicatively independen...
By a Schwarzian differential equation, we mean an equation of the form $S_{\frac{d}{dt}}(y) +(y')^2 ...
Everyone who takes a course in Complex Analysis learns the Schwarz lemma. The most familiar form of ...
Le théorème de Schneider-Lang est un critère classique de transcendance pour des nombres complexes. ...
Cette thèse se situe dans le domaine de la théorie des nombres. Nous étudions la transcendance et l...
The subject of this article belongs to the general question Under which condition(s) suit-ably norma...
Algebraic independence of the values of Mahler functions satisfying implicit functional equations by...
AbstractIn a recent paper (Buium et al., 2011 [3]), Buium et al. proved that f is a locally analytic...
International audienceHere we propose a survey on Mahler's theory for transcendence and algebraic in...
RésuméWe describe here the state of the art in transcendence methods, proving in an abstract setting...
This thesis is divided into two parts. The first part consisting of the first four chapters. We stud...
This thesis is part of Number Theory. It deals with transcendence and algebraic independence of valu...
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