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Sulle estensioni della formula integrale di Cauchy alle funzioni analitiche di più variabili complesse. (Italian) Zbl 0053.05204


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[1] P. Alexandroff-H. Hopf,Topologie, I (Berlin, 1935).
[2] Bochner, S., Annals of Mathematics, 44, 652-652 (1943) · Zbl 0060.24206
[3] E. Cartan,Leçons sur les invariants intégraux, (Paris, 1922). · JFM 48.0538.02
[4] E. Goursat,Cours d’analyse mathématique, II (Paris, 1929). · JFM 46.0375.13
[5] – –Leçons sur le problème de Pfaff, (Paris, 1922). · JFM 48.0538.01
[6] W. V. D. Hodge,The Theory and Applications of harmonic Integrals, (Cambridge, 1941). · Zbl 0024.39703
[7] S. Lefschetz,Topology, (New York, 1930).
[8] – –Introduction to Topology, (Princeton, 1949). · Zbl 0041.51801
[9] Martinelli, E., Rend. R. Acc. Lincei, 25, 33-33 (1937)
[10] Martinelli, E., Memorie R. Acc. d’Italia, 9, 269-269 (1938)
[11] – – « Atti II Congr. Unione Mat. Ital. », p. 162 (1940).
[12] Martinelli, E., Memorie R. Acc. d’Italia, 12, 143-143 (1941)
[13] Martinelli, E., Comm. Math. Helvetici, 18, 30-30 (1945)
[14] Martinelli, E., Acta Pontificia Acad. Scientiarum, 9, 235-235 (1946)
[15] D. C. May,Thesis, (Princeton, 1941).
[16] B. Segre, « Atti I Congr. Unione Mat. Ital. », p. 174 (1937).
[17] – –Forme differenziali e loro integrali, I (Roma, 1951). · Zbl 0045.19702
[18] H. Seifert-W. Threlfall,Lehrbuch der Topologie, (Leipzig, Berlin, 1934). · JFM 60.0496.05
[19] Severi, F., Comptes Rendus, 192, 596-596 (1931)
[20] Severi, F., Rend. Sem. Mat. Univ. Roma, 7, 1-1 (1930)
[21] F. Severi-G. Scorza Dragoni,Lezioni di analisi, III (Bologna, 1951).
[22] Wirtinger, W., Monatshefte für Math. und Phys., 45, 418-418 (1937) · JFM 63.0308.03
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