Abstract
The calculation of Bethe concerning the density of energy levels ρ(E) of a nucleus has been extended assuming for the density of the levels of the individual particles an arbitrary function(ε). (§ 2 Eq. 9 and § 3 Eq. 10). The method of Darwin-Fowler, which seems especially adapted to the problem, has been used throughout. In § 4 the influence of the incompleteness of the degeneration is investigated for the case of equidistant individual energy levels. The connection is shown with problems in the partitio numerorum. (see esp. Note III).
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