Sur l'analyse algébrique I

Samuel D. Ekong

Publications du Département de mathématiques (Lyon) (1985)

  • Volume: 6/A, Issue: 6A, page 19-42
  • ISSN: 0076-1656

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Ekong, Samuel D.. "Sur l'analyse algébrique I." Publications du Département de mathématiques (Lyon) 6/A.6A (1985): 19-42. <http://eudml.org/doc/273493>.

@article{Ekong1985,
author = {Ekong, Samuel D.},
journal = {Publications du Département de mathématiques (Lyon)},
keywords = {algebraic analysis; differential operators on affine algebraic group; convolution algebra of distributions},
language = {fre},
number = {6A},
pages = {19-42},
publisher = {Université Claude Bernard - Lyon 1},
title = {Sur l'analyse algébrique I},
url = {http://eudml.org/doc/273493},
volume = {6/A},
year = {1985},
}

TY - JOUR
AU - Ekong, Samuel D.
TI - Sur l'analyse algébrique I
JO - Publications du Département de mathématiques (Lyon)
PY - 1985
PB - Université Claude Bernard - Lyon 1
VL - 6/A
IS - 6A
SP - 19
EP - 42
LA - fre
KW - algebraic analysis; differential operators on affine algebraic group; convolution algebra of distributions
UR - http://eudml.org/doc/273493
ER -

References

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  1. [1] Bjork J. E., Rings of differential operators - North-Holland (1979). Zbl0499.13009MR549189
  2. [2] Borel A., Linear Algebric Groups, Benjamin INC.N.Y. (1979). Zbl0186.33201MR251042
  3. [3] Bourbaki N., Livre II, Algèbre, Chap. 4, HermannParis (1959). 
  4. [4] Bourbaki N., Groupes et algèbres de Lie, chap. 2 et 3. HermannParis (1975). Zbl0483.22001
  5. [5] Braconnier J., C.R.A.S.Paris, série A, 284 (1977), 135-1348. Zbl0356.17007MR443000
  6. [6] Deligne P., Equations differentielles à points singuliers réguliers. Lecture note in Math. 1963, Springer-Verlag (1970). Zbl0244.14004MR417174
  7. [7] Demazure M., Gabriel P., Groupes algébriques, tome 1, Masson & Cie Editeur. Paris (1970). Zbl0203.23401MR302656
  8. [8] Dubrovin B.A., Matveev V.B., Novikov S.P., Non linear equations et Korteweg de Vrie-type, finite zone linear operators and abelian varieties. Russian Math. survey, 31-1 (1976) 59-146 Zbl0346.35025MR427869
  9. Dubrovin B.A., Matveev V.B., Novikov S.P., Non linear equations et Korteweg de Vrie-type, finite zone linear operators and abelian varieties. from USPEKHI Math. NAUK31-1 (197). Zbl0346.35025MR427869
  10. [9] Ekong S.D., Sur l'algèbre de Poisson des symboles d'une algèbre de polynômesPub. Dep. Math. Lyon, tome 17-2 (1980). Zbl0497.58014
  11. [10] Gerard R. et Levelt A.H.M., Invariants mesurant l'irrégularité en un point singulier des systèmes d'équations différentielles linéaires, Ann. Inst. Fourier T. XXIII, Fasc. I (1973). Zbl0243.35016
  12. [11] Jurkat W.B. and Lutz D.A., On the order of solutions of analytic linear differential équations, Proc. London Math. soc.3 (1971) 465-482. Zbl0246.34009MR287062
  13. [12] Kashiwara M. and T. Oshima, systèmes of differential equation with regular singularities, Ann. of Math.106 (1977) p. 145-200. Zbl0358.35073MR482870
  14. [13] Katz N., Nilpotent connections and the monodromie theorem ; Application of a resuit of TURRITIN, Pub. Math. I.H.E.S.39 (1970) p. 176-232. Zbl0221.14007
  15. [14] Kricever I.M., Algebraîc-geometric construction of the ZAHAROV-SABAT équations and their periodic solutions, DOK. AKAD. NAUK SSSR, tome 227 (1976) n° 2TRANS. SOVIET MATH. DOKL, vol. 17 (1976) n° 2, 394-397. Zbl0361.35007MR413178
  16. [15] Kricever I.M. ; Algebraic curves and commuting matricial differential operator, Fonct. Anal. and it appl. vol. 10 n° 2 (1976) April-June. Zbl0347.35077MR413179
  17. [16] Malgrange B., Sur les points singuliers des équations différentielles, L'ENSEIGNEMENT MATH., tome 20 (1974) p. 147-176. Zbl0299.34011MR368074
  18. [17] Manin YU.I., Aspects algébriques de la théorie des équations différentiellesITOGI NAUKI. 
  19. [18] &gt;Moser J., The order of a singularity in Fuch's theory. Math. Zeitschrift71 (1960) 379-398. Zbl0117.04902MR117375
  20. [19] Serre J.P., Corps locaux, Hermann, Paris (1962). Zbl0137.02601MR354618
  21. [20] Serre J.P. : Lie algebras and Lie groupsW.A. BenjaminN.Y. (1962). Zbl0132.27803MR218496
  22. [21] Wollenberg L.S., Dérivations of the Lie algebras of polynomial under Poisson Bracket, proc. Ame. Math. soc.20 (1969) 315-320. Zbl0177.05701MR233938

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