By Madritsch M., Wagner S.
Lately, Hwang proved a vital restrict theorem for constrained ☺-partitions, the place ☺ could be any nondecreasing series of integers tending to infinity that satisfies convinced technical stipulations. specifically, this kind of stipulations is that the linked Dirichlet sequence has just a unmarried pole at the abscissa of convergence. within the current paper, we express that this will be comfortable, and supply a few ordinary examples that come up from the research of integers with regulations on their electronic (base-b) enlargement.
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Additional resources for A central limit theorem for integer partitions
1, 2nd edn. Société Mathématique de France, Paris (1995) 21. : Waring’s problem with digital restrictions. Israel J. Math.
M. Madritsch, S. Wagner 20. : Introduction à la théorie analytique et probabiliste des nombres. Cours Spécialisés [Specialized Courses], vol. 1, 2nd edn. Société Mathématique de France, Paris (1995) 21. : Waring’s problem with digital restrictions. Israel J. Math.
A central limit theorem for integer partitions by Madritsch M., Wagner S.