整数分拆

整数分拆的C语言实现

Realization of C Language for integers partition

正整数分拆数的一个递推公式

A Recursion Formula of Number of Partition for Positive Integers

对整数分拆的历史发展过程作了较详细的论述，包括从莱布尼兹到欧拉、以及欧拉之后研究整数分拆的进展等；

Expound the outline of the development of partition of integer .

文章讨论了整数分拆中的一个计数问题，从中得到了一些小结论，从而为一些整数分拆的计数提供了方便。

In this paper , we solve the question of combination number in portion of an integer number and get some conclusion , so it offers convenience to some question of combinatorial number .

首先刻画了波谷严格递增的Dyck路与整数有序分拆之间的关系；

First , we describe the connections between the set of Dyck paths with strictly increasing valleys and the set of compositions of an integer ;

关于整数集分拆的一个猜测的证明

Proof of a Conjecture on Partitions of Integer Sets

整数的分拆理论在组合学、图论和贝论里起着重要作用。

The partition theory of integer plays an important role in Combinatorics , Graph theory and the Number theory .

整数的平面分拆格

Lattice of plane partitions of integers

关于正整数n的完备分拆的一些探讨

Some Discussion about the Perfect Partition

有关正整数的一类分拆数的计算

A Recursive Relation for Partition Number of Positive Integer