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Note on the Gamma Function

Published online by Cambridge University Press:  20 November 2018

B. van der Pol
B. van der Pol*
Affiliation:
22 Chemin Krieg, Geneva
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The gamma function Γ(z + 1) = П(z) has been defined in different ways:

(1)(Weierstrass)

(2)(Kuler)

(3)(Gauss)

(4)(Euler)

(5)(Lerch)

Type
Research Article
Information
Canadian Journal of Mathematics , Volume 6 , 1954 , pp. 18 - 22
Copyright
Copyright © Canadian Mathematical Society 1954

References

1. Artin, K., Einfilhrung in die Théorie der Gammafunktion, Hamburg. Math. Einzelschrift, 11 (Leipzig, 1931).Google Scholar
2. Bohr, H. and Mollerup, J., Lærebog i matematisk Analyse (Copenhagen, 1922).Google Scholar
3. Lösch, F. and Schoblik, F., Die Fakultät (Leipzig, 1951).Google Scholar