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Paul M Gauthier
Analyse complexe et théorie du potentiel
- Professeur associé
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Faculté des arts et des sciences - Département de mathématiques et de statistique
Profile
Research expertise
My research has been in complex analysis and potential theory - mostly approximation by holomorphic or harmonic functions. In recent years, I have been trying to approach the Riemann Hypothesis, using methods of complex approximation rather than number theory. Below, I give a very small sample of some recent articles.
Affiliations and responsabilities
Research affiliations
Teaching and supervision
Student supervision
Theses and dissertation supervision (Papyrus Institutional Repository)
Un principe du maximum en théorie des fonctions pour des domaines non-bornés
Cycle : Master's
Grade : M. Sc.
Propriété d'universalité de la fonction zêta de Riemann
Cycle : Master's
Grade : M. Sc.
Approximation uniforme par fonctions aléatoires
Cycle : Master's
Grade : M. Sc.
Projects
Research projects
Centre de recherches mathématiques (CRM)
Complex approximation on Riemann surfaces and in infinite dimensions
CENTRE DE RECHERCHES MATHEMATIQUES (CRM)
CENTRE DE RECHERCHES MATHEMATIQUES (CRM)
ANALYTIC APPROXIMATION
Disciplines
- Statistics
Areas of expertise
- Algebra
- Functional Analysis
- Global and Non-Linear Analysis
- Asymptotic and Classical Applied Analysis
- Combinatorial
- Differential Equation
- Actuarial Studies
- Data mining
- Geometry
- Parametric and Non-Parametric Inference
- Logic
- Discreet Mathematics
- Meta-Analysis
- Stochastic Processes
- Computer Science and Statistics
- Theoretical Statistics
- Probability Theory
- Numbers Theory
- Topology