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"Principe du maximum, inégalité de Harnack et unicité du probleme de Cauchy pour les opérateurs elliptiques dégénérés." In Annales de l'Institut Fourier, vol. 19, no. 1, pp. 277–304. 1969. with Pierre Schapira : "Propagation des singularités analytiques pour les solutions des équations aux dérivées partielles."
Paul de Casteljau (19 November 1930 – 24 March 2022) was a French physicist and mathematician. In 1959, while working at Citroën , he developed an algorithm for evaluating calculations on a certain family of curves, which would later be formalized and popularized by engineer Pierre Bézier , leading to the curves widely known as Bézier curves .
De Bruijn–Erdős theorem: Mathematics: Nicolaas Govert de Bruijn and Paul Erdős: De Morgan's law: Logic: Augustus De Morgan: Dermott's law: Celestial mechanics: Stanley Dermott: Descartes's theorem: Geometry: René Descartes: Dirac equation Dirac delta function Dirac comb Dirac spinor Dirac operator See also: List of things named after Paul ...
Paul Malliavin (French:; September 10, 1925 – June 3, 2010) was a French mathematician who made important contributions to harmonic analysis and stochastic analysis.He is known for the Malliavin calculus, an infinite dimensional calculus for functionals on the Wiener space and his probabilistic proof of Hörmander's theorem.
Méthode de concentration-compacité en calcul des variations Guy Henniart: Sur les conjectures de Langlands: 1983–1984 Laurent Clozel: Changement de base pour les formes automorphes sur le groupe linéaire 1984–1985 Joseph Oesterlé: Démonstration de la conjecture de Bieberbach d’après Louis de Branges: 1985–1986 Jean-Pierre Demailly
Since 1991 he has written a monthly column in Pour la Science, the French version of Scientific American, dealing with mathematical games and recreations, logic, and computer science. [1] He is a contributing author of the online scientific journal Interstices [ 2 ] and a science and mathematics advisor to the Encyclopædia Britannica .
Paul H. Rabinowitz (born 1939) [1] is the Edward Burr Van Vleck Professor of Mathematics and a Vilas Research Professor [2] at the University of Wisconsin, Madison. He received a Ph.D. from New York University in 1966 under the direction of Jürgen Moser. From 1966 to 1969 he held a position as assistant professor at Stanford University.
Painlevé (1900, 1902) found that forty-four of the fifty equations are reducible in the sense that they can be solved in terms of previously known functions, leaving just six equations requiring the introduction of new special functions to solve them. There were some computational errors, and as a result he missed three of the equations ...