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Partitions into $$k$$ parts. (English) Zbl 0100.27301

##### MSC:
 11P81 Elementary theory of partitions
##### Keywords:
partitions; Sylvester theorem
Full Text:
##### References:
 [1] Glaisher, J. W. L.: Formulae for partitions into given elements, derived from Sylvester’s theorem. Quart. J. Math.40, 275-348 (1909). espy. 283-9. · JFM 40.0235.04 [2] Gupta, H., C. E. Gwyther andJ. C. P. Miller: Tables of partitions (Royal Soc. Math. Tables 4), (Cambridge 1958). · Zbl 0079.06202 [3] Hardy, G. H., andE. M. Wright: Theory of numbers (4th edn., Oxford 1960), 274-5 or Einführung in die Zahlentheorie (transl. of 3rd edn. by H. Rouff, München 1958), 311-2. [4] Rieger, G. J.: Über Partitionen. Math. Ann.138, 356-362 (1959). · Zbl 0088.25701 [5] Sylvester, J. J.: On subinvariants, i. e. semi-invariants to binary quantics of an unlimited order: Excursus on rational fractions and partitions. Amer. J. Math.5, 119-136 (1882), espy. 131-2. · JFM 14.0072.02
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