point of analyticity
31Errett Bishop — Errett Albert Bishop (1928–1983) was an American mathematician known for his work on analysis. He is the father of constructivist analysis, by virtue of his 1967 Foundations of Constructive Analysis , where he proved most of the important… …
32Non-analytic smooth function — In mathematics, smooth functions (also called infinitely differentiable functions) and analytic functions are two very important types of functions. One can easily prove that any analytic function of a real argument is smooth. The converse is not …
33Mathematical jargon — The language of mathematics has a vast vocabulary of specialist and technical terms. It also has a certain amount of jargon: commonly used phrases which are part of the culture of mathematics, rather than of the subject. Jargon often appears in… …
34Analytic-synthetic distinction — The analytic synthetic distinction is a conceptual distinction, used primarily in philosophy to distinguish propositions into two types: analytic propositions and synthetic propositions . Analytic propositions are those which are true simply by… …
35Hp-FEM — The symbol hp FEM is an abbreviation for a general version of the Finite Element Method that employs elements of variable size (h) and polynomial degree (p) . The origins of this method date back to the pioneering work of Ivo Babuska et. al who… …
36Theoreme de plongement de Nash — Théorème de plongement de Nash Le théorème de plongement de Nash (d après le nom du mathématicien John Forbes Nash) affirme que toute variété riemannienne peut être plongée de manière isométrique dans un espace euclidien de type . De manière… …
37Théorème d'encastrement de Nash — Théorème de plongement de Nash Le théorème de plongement de Nash (d après le nom du mathématicien John Forbes Nash) affirme que toute variété riemannienne peut être plongée de manière isométrique dans un espace euclidien de type . De manière… …
38Théorème de plongement de nash — Le théorème de plongement de Nash (d après le nom du mathématicien John Forbes Nash) affirme que toute variété riemannienne peut être plongée de manière isométrique dans un espace euclidien de type . De manière isométrique veut dire conservant la …
39Lewis, David Kellogg — ▪ 2002 American philosopher (b. Sept. 28, 1941, Oberlin, Ohio d. Oct. 14, 2001, Princeton, N.J.), created the theory of “modal realism,” which considered possible worlds that is, all conceivable states of affairs that do not involve logical …
40Paris arts faculty (The): Siger of Brabant, Boethius of Dacia, Radulphus Brito — The Paris arts faculty: Siger of Brabant, Boethius of Dacia, Radulphus Brito Sten Ebbesen Throughout the thirteenth century Paris overshadowed all other universities in the arts as in theology. This chapter will deal almost exclusively with Paris …
