A study of Maurice fréchet: I. His early work on point set theory and the theory of functionals

Identifieur interne : 002956 ( Main/Exploration ); précédent : 002955; suivant : 002957

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A study of Maurice fréchet: I. His early work on point set theory and the theory of functionals

Auteurs : Angus E. Taylor [États-Unis]

Source :

• Archive for History of Exact Sciences [ 0003-9519 ] ; 1982-09-01.

RBID : ISTEX:13D5B726BAC7C021872C2530E914EEF2B9729ECD

Descripteurs français

• Wicri :
  • topic : Bibliographie, Thèse.

English descriptors

• KwdEn :
  • 6cart, Abstract class, Abstract point, Abstract sets, Abstract spaces, Abstract theory, Abstraits, Acad, Acad6mie, April, Arbitrary elements, Arbitrary nature, Arzel, Ascoli, Aussi, Avec, Axiom, Best approximation, Bibliography, Borel, Bourbaki, Bourbaki histoire, Calcul, Calcul fonctionnel, Calculus, Celle, Cette, Chaque, Compactness, Compl6tes, Comptes, Comptes rendus, Comptes rendus acad, Continuous curves, Continuous function, Continuous functions, Convergence, Convergent, Convergent sequences, Denumerable, Dont, Early work, Encore, Ensembles abstraits, Espace, Espaces, Espaces abstraits, Euclidean, Euclidean space, Fait, Fatou, February, Finite number, First note, Fischer, Fonction, Fonctionnel, Fonctionnelle, Fonctions, Fonctions sommables, Fourier, Fourier coefficients, Fourier series, Fourth axiom, Fourth note, Fr6chet, Function class, Function space, Functional analysis, Functional calculus, Functional operation, Functional operations, Functionals, Funzioni, G6ttingen, G6ttingen nachr, General analysis, General theory, General topology, Good deal, Great interest, Hadamard, Hahn, Hausdorff, Hilbert, Hilbert space, Histoire, Infinite subset, Integral equations, Interior element, Jacques hadamard, January, July, June, Lebesgue, Limit element, Limit elements, Limite, Lin6aires, Linear functionals, Linear operations, Long paper, Many years, Math, Math6matiques, Mathematical continua, Mathematical continuum, Mathematician, Maurice fr6chet, Metric, Metric space, Metric spaces, Normale, Normale sup6rieure, Note historique, Nouv, November, October, Oeuvre, Oeuvres compl6tes, Op6rations, Ordinary point, Original manuscript, Page proofs, Point sets, Proof sheets, Real functions, Real numbers, Recherches, Rendiconti, Rendiconti circ, Rendiconti della, Rendus, Representation theorem, Representation theorems, Riesz, Schoenflies, Sciences math6matiques, Second report, Sens, Sens 6troit, Separability, Sequence space, Sommables, Sont, Special case, Subset, Sufficient condition, Suis, Sup6rieure, Taylor dugac, Th6orie, Theorem, Thesis, Third paper, Topological, Topology, Tr6s, Trigonometric, Trigonometric polynomials, Voisinage, Votre, Weierstrass, Weierstrass theorem.
• Teeft :
  • 6cart, Abstract class, Abstract point, Abstract sets, Abstract spaces, Abstract theory, Abstraits, Acad, Acad6mie, April, Arbitrary elements, Arbitrary nature, Arzel, Ascoli, Aussi, Avec, Axiom, Best approximation, Bibliography, Borel, Bourbaki, Bourbaki histoire, Calcul, Calcul fonctionnel, Calculus, Celle, Cette, Chaque, Compactness, Compl6tes, Comptes, Comptes rendus, Comptes rendus acad, Continuous curves, Continuous function, Continuous functions, Convergence, Convergent, Convergent sequences, Denumerable, Dont, Early work, Encore, Ensembles abstraits, Espace, Espaces, Espaces abstraits, Euclidean, Euclidean space, Fait, Fatou, February, Finite number, First note, Fischer, Fonction, Fonctionnel, Fonctionnelle, Fonctions, Fonctions sommables, Fourier, Fourier coefficients, Fourier series, Fourth axiom, Fourth note, Fr6chet, Function class, Function space, Functional analysis, Functional calculus, Functional operation, Functional operations, Functionals, Funzioni, G6ttingen, G6ttingen nachr, General analysis, General theory, General topology, Good deal, Great interest, Hadamard, Hahn, Hausdorff, Hilbert, Hilbert space, Histoire, Infinite subset, Integral equations, Interior element, Jacques hadamard, January, July, June, Lebesgue, Limit element, Limit elements, Limite, Lin6aires, Linear functionals, Linear operations, Long paper, Many years, Math, Math6matiques, Mathematical continua, Mathematical continuum, Mathematician, Maurice fr6chet, Metric, Metric space, Metric spaces, Normale, Normale sup6rieure, Note historique, Nouv, November, October, Oeuvre, Oeuvres compl6tes, Op6rations, Ordinary point, Original manuscript, Page proofs, Point sets, Proof sheets, Real functions, Real numbers, Recherches, Rendiconti, Rendiconti circ, Rendiconti della, Rendus, Representation theorem, Representation theorems, Riesz, Schoenflies, Sciences math6matiques, Second report, Sens, Sens 6troit, Separability, Sequence space, Sommables, Sont, Special case, Subset, Sufficient condition, Suis, Sup6rieure, Taylor dugac, Th6orie, Theorem, Thesis, Third paper, Topological, Topology, Tr6s, Trigonometric, Trigonometric polynomials, Voisinage, Votre, Weierstrass, Weierstrass theorem.

Url:

• https://api.istex.fr/document/13D5B726BAC7C021872C2530E914EEF2B9729ECD/fulltext/pdf

DOI: 10.1007/BF00327860

Affiliations:

• États-Unis
• Californie
• Berkeley (Californie)

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