@book{MSM_1954__128__1_0, author = {Zamansky, Marc}, title = {La sommation des s\'eries divergentes}, series = {M\'emorial des sciences math\'ematiques}, publisher = {Gauthier-Villars}, number = {128}, year = {1954}, zbl = {0057.05001}, mrnumber = {65658}, language = {fr}, url = {archive.numdam.org/item/MSM_1954__128__1_0/} }
Zamansky, Marc. La sommation des séries divergentes. Mémorial des sciences mathématiques, no. 128 (1954), 52 p. http://www.numdam.org/item/MSM_1954__128__1_0/
Les articles et Ouvrages figurant dans cette bibliographie se rapportent aux questions figurant dans ce fascicule et leur ordre est celui de ces questions.
[1] Théorie des opérations linéaires. | Zbl 0067.08902
,[2] Prace matematyczno-fizyczne, t. 22, 1911, p. 113-119). | JFM 44.0281.02
,[3]
, Ibid., p. 121-123.[4] | JFM 47.0197.01
, J. reine andgew. Math., t. 151, 1921, p. 79-111.[5] The theory of functions, Cambridge, 1926, vol. 2. | JFM 48.1206.01
,[6] Proc. of the eleventh congress of Russian naturalists and scientists, Saint-Petersbourg, 1902, p. 60-61 (en russe).
,[7] Traduction anglaise de l'article précédent [Ann. Math. (2), t. 33, 1932, p. 422-428].
,[8] Lunds Universitats Årsskrift, (2), t. 16, 1920, n° 3.
,[9]
, Math. Polska, t. 1, 1926, p. 75-85 et 119-129.[10] | JFM 50.0154.01
, Proc. Lond. Math. Soc., (2), t. 22, 1923, p. 412-419.[11] Divergent series, Oxford, 1949. | MR 30620 | Zbl 0032.05801
,[12] | JFM 20.0188.01
, Atti Accad. Lincei [Rendiconti (4), t. 4, 1888, p. 452-457].[13] | JFM 38.0293.01
, Quat. J. Math., t. 38, 1907, p. 269-288.[14] | JFM 22.0248.01
, Bull. Sc. math., (2). t. 14, 1890, p. 114-120.[15] | JFM 38.0297.01
, Sitzb. Berliner. math. Ges., t. 7, 1907, p. 1-12.[16] | JFM 42.0270.02
, Proc. Lond. Math. Soc., (2), t. 9, 1911, p. 369-409.[17]
, C. R. Acad. Sc., t. 152, 1911, p. 1651.[18] | EuDML 183438 | JFM 12.0188.01
Math, pures et appl., t. 89, 1880, p. 262-264.| EuDML 157046 | JFM 14.0180.01 | MR 1510180
, Math. Ann., t. 20, 1882, p. 535-549.[19] Grenzwerte von Reihen (Dissertation, Berlin, 1907). | JFM 38.0296.02
,[20] | EuDML 158399 | JFM 40.0304.02 | MR 1511522
, Math. Ann., t. 67, 1909, p. 110-125.[21] | MR 1544963
, Math. Z., t. 28, 1928, p. 356-369.[22] The general theory of Dirichlet's series (Cambridge tracts, n° 18, 1915). | JFM 45.0387.03
et ,[23]
, J. Lond. Math. Soc, 1932.[24] | MR 40457
Lond. math. Soc, t. 26, 1951, p. 104-111 et t. 27, 1952, p. 207-217.[25] | JFM 52.0218.01
, Bull. Acad. Polon. A, 1925, p. 265-287.[26] | MR 1501058
et , Trans. Amer. Math. Soc, t. 18, 1917, p. 1-20.[27] | MR 1544453
, Math. Z., t. 9, 1921, p. 74-109.[28]
, Ibid., t. 16, 1923, p. 220-248.[29] | JFM 68.0133.01 | MR 6380 | Zbl 0028.21601
, Proc. Cambridge Phil. Soc., t. 38, 1942, p. 166-192.[30] | MR 13433 | Zbl 0061.12605
, Oxford Quat. J., t. 16, 1945, p. 64-77.[31] | MR 10621 | Zbl 0060.16006
, Proc Cambridge Phil. Soc., t. 40, 1944, p. 189-196.[32] | JFM 43.0311.02
et , Proc. Lond. Math. Soc., (2), t. 11, 1913, p. 1-16.[33] | MR 7802 | Zbl 0061.12701
, Proc. Cambridge Phil. Soc., t. 38, 1942, p. 344-363.[34] | MR 8849 | Zbl 0061.12702
et , Oxford Quat. J., t. 14, 1943, p. 27-48.[35] | MR 44650
, C. R. Acad. Sc., t. 233, 1951, p. 808.[36]
, Ibid., t. 233, 1931, p. 999.[37] | Zbl 0048.29402
et , Ibid., t. 234, 1952, p. 1025.[38] | Zbl 0048.29403
, Ibid., t. 235, 1952, p. 1094.[39] | Zbl 0050.06507
, Ibid., t. 236, 1953, p. 2291.[40] | JFM 40.0313.01
, C. R. Acad. Sc., t. 148, 1909, p. 75-80.[41] | JFM 37.0429.01
, Proc. Lond. Math. Soc., (2), t. 4, 1906, p. 247-265.[42] | EuDML 158304 | JFM 38.0292.02 | MR 1511424
, Math. Ann., t. 64, 1907, p. 77-94.[43] | JFM 56.0908.01
, Proc. Lond. Math. Soc., (2), t. 31, 1930, p. 81-96.[44] | Zbl 0010.25801
, Proc. Lond. Math. Soc., (2), t. 38, 1935, p. 273-283.[45]
, Ibid., (2), t. 31, 1930.[46] | JFM 47.0281.02
, Ibid., (2), t. 19, 1919, p. 1-20.[47] | JFM 47.0155.01
et , Ibid., (2), t. 19, 1919, p. 21-29.[48] | MR 1544570
, Math. Z., t. 15, 1922, p. 226-253 et t. 18, 1923, p. 125-156.[49]
, Ann. Éc Norm. Sup., (3), t. 46, 1949, fasc. 1, p. 19-93 et t. 47, 1950, fasc. 2, p. 161-198.[50] | MR 28465
, Hungarica Acta Math., vol. 1, n° 3, 1948.