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On the Asymptotic Behaviour of General Partition Functions,II
Authors:Nicolas  Jean-Louis  Sárközy  András
Abstract:Let 
$$\mathcal{A}$$
= {a 1, a 2,...} be a set of positive integers and let p 
$$\mathcal{A}$$
(n) and q 
$$\mathcal{A}$$
(n) denote the number of partitions of n into a's, resp. distinct a's. In an earlier paper the authors studied large values of log(max (2,p 
$$\mathcal{A}$$
(n)))/log(max(2,q 
$$\mathcal{A}$$
(n))). In this paper the small values of the same quotient are studied.
Keywords:partitions  generating functions  asymptotic estimate
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