Document JFM 48.1375.01

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Sur l’étoile de M. Mittag-Leffler. (Russian) JFM 48.1375.01

Moskva, Mat. Sborn. 29, 171-181 (1914).

Verf. gibt ein Beispiel einer analytischen Funktion ohne singuläre Linien, deren Mittag-Lefflerseher Stern beschränkt ist. Die Funktion drückt sich durch ein Lebesguesches Kurvenintegral aus oder eine Summe von einfachen Brüchen.

Reviewer: Smirnov, V. L., Prof. (Mathematische Gesellschaft in Leningrad)

JFM Section:

Russische Referate 1913-1922. Vierter Abschnitt. Analysis. Kapitel 4. Allgemeine Theorie der Funktionen komplexer Argumente. Grundlagen und Allgemeines. Potenzreihen. Dirichletsche Reihen. Fakultätenreihen und Verwandtes. Ganze transzendente Funktionen. Andere Klassen von Funktionen. Folgen von Funktionen.

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