Trasformazioni piane, superficie quadrabili, integrali di superficie
Author:
Publisher
Springer Science and Business Media LLC
Subject
General Mathematics
Link
http://link.springer.com/content/pdf/10.1007/BF03021192.pdf
Reference21 articles.
1. W. H. Young,On the area of surfaces [Proceedings of the Royal Society, Ser. A, vol. 96 (1919), pp. 71–81]; J. C.Burkill,The expression of area as an integral [Proceedings of the London Mathematical Society, Ser. 2, vol. 22 (1923), pp. 311–336]; S.Banach,Sur les lignes rectifiables et les sur aces dont l’aire est finie [Fundamenta Mathematicae, t. VII (1925), pp. 226–236]; T.Radò,Über das Flächenmass rektifizierbarer Flächen [Mathematische Annalen, Band 100 (1928), pp. 445–479].
2. Sono questi i lavori principali. Rimanderò all’articolo diZoretti Rosenthal,Die Punktmengen [Encyklopädie der Mathematischen Wissenschaften, II C 9a], no 20c, per la bibliografia delle ricerche diJanzen, Minkowski, Carathéodory, Gross, sullamisura superficiale degli insiemi, che si allontanano un po’ dal problema dellaquadratura delle superficie, inteso nel suo pieno significato; ad esse si riconnette una memoria diJ. P. Schauder,The theory of surface measure Fundamenta Mathematicae, t. VIII (1926), pp. 1–48].
3. Cfr.Kerékjártó,Vorlesungen über Topologie [Springer, Berlin (1923)], p. 83.
4. [Cfr.Kerékjártó, loc. cit. 14)Kerékjártó,, Abschnitt IV].
5. v.G. Vitali,Sulle funzioni continue [Fundamenta Mathematicae, t. VIII (1926), pp. 175–188].
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