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Jean-Philippe ANKER | Professor (Full) | Professor | Université d'Orléans,  Orléans | UO | Département de Mathématiques | Research profile
Jean-Philippe ANKER | Professor (Full) | Professor | Université d'Orléans, Orléans | UO | Département de Mathématiques | Research profile

ADVANCES IN PURE AND APPLIED MATHEMATICS
ADVANCES IN PURE AND APPLIED MATHEMATICS

Analyse harmonique et équation de Schrödinger associées au laplacien de  Dunkl trigonométrique
Analyse harmonique et équation de Schrödinger associées au laplacien de Dunkl trigonométrique

Espace de Hardy H1 dans le cadre de la théorie de Dunkl rationnelle –  INSTITUT DE MATHÉMATIQUES DE MARSEILLE
Espace de Hardy H1 dans le cadre de la théorie de Dunkl rationnelle – INSTITUT DE MATHÉMATIQUES DE MARSEILLE

Coordonnées des enseignants référents ANKER Jean Philippe BOICHUT Yohan -  Médiathèque départementale des Pyrénées Orientales (Mediatek66)
Coordonnées des enseignants référents ANKER Jean Philippe BOICHUT Yohan - Médiathèque départementale des Pyrénées Orientales (Mediatek66)

PDF) Three results in Dunkl analysis | Mohamed Sifi - Academia.edu
PDF) Three results in Dunkl analysis | Mohamed Sifi - Academia.edu

Lie Theory: Lie Algebras and Representations - Jens Carsten Jantzen, Jean-Philippe  Anker, Karl-Hermann Neeb, Bent Orsted - Google Books
Lie Theory: Lie Algebras and Representations - Jens Carsten Jantzen, Jean-Philippe Anker, Karl-Hermann Neeb, Bent Orsted - Google Books

6 B - Corton grand cru « Les Perrières » 2012 - Domaine Philippe Girard
6 B - Corton grand cru « Les Perrières » 2012 - Domaine Philippe Girard

MATHEMATICS
MATHEMATICS

XXXI Conference in Harmonic Analysis Schedule of talks Monday May 30th  10:00-10:30, Vincenzo Ancona, Welcome 1100-11:30, Massimo
XXXI Conference in Harmonic Analysis Schedule of talks Monday May 30th 10:00-10:30, Vincenzo Ancona, Welcome 1100-11:30, Massimo

3 Jean Philippe Anker (Université d'Orléans, France) - YouTube
3 Jean Philippe Anker (Université d'Orléans, France) - YouTube

Ghent University, Analysis & PDE Center (August 18–20, 2020) Noncommutative  E–conference [10pt] Bottom of the L2 spec
Ghent University, Analysis & PDE Center (August 18–20, 2020) Noncommutative E–conference [10pt] Bottom of the L2 spec

30 June – 1 July 2017 in Göttingen
30 June – 1 July 2017 in Göttingen

PDF) Three results in Dunkl theory | Mohamed Sifi - Academia.edu
PDF) Three results in Dunkl theory | Mohamed Sifi - Academia.edu

Watch Pritzker Architecture Prize winner Jean-Philippe Vassal's RA lecture
Watch Pritzker Architecture Prize winner Jean-Philippe Vassal's RA lecture

3 Jean Philippe Anker (Université d'Orléans, France) - YouTube
3 Jean Philippe Anker (Université d'Orléans, France) - YouTube

3 Jean Philippe Anker (Université d'Orléans, France) - YouTube
3 Jean Philippe Anker (Université d'Orléans, France) - YouTube

arXiv:0902.2765v1 [math.CA] 16 Feb 2009
arXiv:0902.2765v1 [math.CA] 16 Feb 2009

Jean-Philippe ANKER | Professor (Full) | Professor | Université d'Orléans,  Orléans | UO | Département de Mathématiques | Research profile
Jean-Philippe ANKER | Professor (Full) | Professor | Université d'Orléans, Orléans | UO | Département de Mathématiques | Research profile

Jean-Philippe Anker
Jean-Philippe Anker

The Schrödinger equation for the fractional Laplacian in negative curvature
The Schrödinger equation for the fractional Laplacian in negative curvature

List of participants - Representations of Lie groups and applications
List of participants - Representations of Lie groups and applications

Lie Theory By Jean-Philippe Anker | New | 9781461264835 | World of Books
Lie Theory By Jean-Philippe Anker | New | 9781461264835 | World of Books

CADUTA. 3 scatole B-531a, B-230, B-108 - 3 scatole B-234, B-135, B-121.
CADUTA. 3 scatole B-531a, B-230, B-108 - 3 scatole B-234, B-135, B-121.

THE SCHRÖDINGER EQUATION FOR THE FRACTIONAL LAPLACIAN IN NEGATIVE CURVATURE  Let 0<α<2 with α =1. The Schrödinger equat
THE SCHRÖDINGER EQUATION FOR THE FRACTIONAL LAPLACIAN IN NEGATIVE CURVATURE Let 0<α<2 with α =1. The Schrödinger equat

SHARP ESTIMATES FOR SOME FUNCTIONS OF THE LAPLACIAN ON NONCOMPACT SYMMETRIC  SPACES
SHARP ESTIMATES FOR SOME FUNCTIONS OF THE LAPLACIAN ON NONCOMPACT SYMMETRIC SPACES