Calcul différentiel absolu

R. Lagrange

  • Publisher: Gauthier-Villars, 1926

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Lagrange, R.. Calcul différentiel absolu. 1926. <http://eudml.org/doc/192552>.

@book{Lagrange1926,
author = {Lagrange, R.},
language = {fre},
publisher = {Gauthier-Villars},
title = {Calcul différentiel absolu},
url = {http://eudml.org/doc/192552},
year = {1926},
}

TY - BOOK
AU - Lagrange, R.
TI - Calcul différentiel absolu
PY - 1926
PB - Gauthier-Villars
LA - fre
UR - http://eudml.org/doc/192552
ER -

References

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  1. CHRISTOFFEL. _ Ueber die Transformationen der homogenen Differentialausdrücke 2ten grades (Journal de Crelle, Bd 70, 1869). JFM02.0128.03
  2. RICCI et LEVI-CIVITA. _ Méthodes de calcul différentiel absolu et leurs applications (Math. Annalen, Bd 54, 1900). Zbl31.0297.01JFM31.0297.01
  3. RICCI. _ Lezioni sulla teoria delle superficie. JFM29.0514.04
  4. LEVI-CIVITA. _ Nozione di parallelismo in una varietà qualunque e consequente specificazione geometrica della curvatura riemanniana (Rendic. del Circ. Mat. di Palermo, vol. 42, 1917). Zbl46.1125.02JFM46.1125.02
  5. LEVI-CIVITA. _ Lezioni di calcolo differenziale assoluto (Rome, 1925). JFM51.0565.20
  6. WEYL. _ Reine Infinitesimalgeometrie (Math Zeitschr., Bd 2, 1918). JFM46.1301.01
  7. WEYL. _ Zür Infinitesimalgeometrie : Einordnung der projectiven und der konformen Auffassung (Götinger Nachr., 1921). JFM48.0844.04
  8. WEYL. _ Zeit, Raum, Materie, 5e édition (Traduction française : Temps, espace, matière). 
  9. EDDINGTON. _ A generalisation of Weyl's Theory of the electro magnetic and gravitational Fields (Proc. Roy. Soc., A.99, 1921). Zbl48.1040.04JFM48.1040.04
  10. EDDINGTON. _ The mathematical theory of relativity. JFM49.0658.10
  11. CARTAN. _ C. R. Ac. Sc., 1922 (13 février, 27 février, 27 mars, 24 avril). 
  12. CARTAN. _ Sur les variétés à connexion affine et la théorie de la relativité généralisée (Ann. École Norm. sup., 1924 et 1925). Zbl51.0581.01JFM51.0581.01
  13. SCHOUTEN. _ Ueber die verschiedenen Arten der Uebertragung in einer n-dimensionalen Mannigfaltigkeit, die einer Differential-geometrie zugrunde gelegt werden können (Math. Zeitschr., Bd 13, 1922). Zbl48.0858.01JFM48.0858.01
  14. SCHOUTEN. _ On the place of conformal and projective geometrie in the theory of linear displacements (Proceedings, vol. 27). 
  15. BIANCHI. _ Lezioni di geometria differenziale. JFM25.1165.01
  16. CARPANESE ( Anita). _ Parallelismo e curvatura in una varietà qualunque (Annali di Matematica, 3e série, vol. 28, 1919). Zbl47.0688.03JFM47.0688.03
  17. HESSENBERG. _ Vektorielle Begründung der Differentialgeometrie (Math. Ann., 78, 1916). JFM46.1029.04
  18. JUVET. _ Introduction au calcul tensoriel et au calcul différentiel absolu. Zbl48.0866.05JFM48.0866.05
  19. KÖNIG. _ Beiträge zu einer allgemeinen Mannigfaltigkeitslehre (Jahresber. d. D. Math. Ver., 28, 1920). JFM47.0826.02
  20. LAGRANGE ( René). _ Sur le calcul différentiel absolu (Thèse). (Ann. Fac. Sc. Toulouse, 1923). JFM50.0673.01
  21. LAGRANGE ( René). _ Sur le calcul différentiel absolu (C. R. Ac. Sc., 11 avril 1924). Zbl50.0673.01JFM50.0673.01
  22. PALATINI. _ Sui fondamenti del calcolo differenziale assoluto (Rendic. del Circ. Mat. di Palermo, vol. 43, 1919). JFM47.0698.01
  23. STRUIK. _ Grundzüge der mehrdimensionalen Differentialgeometrie in direkter Darstellung. Zbl48.0841.04JFM48.0841.04

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