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- Bernoulli数与Stirling数On Bernoulli Numbers and Stirling Numbers
- Stirling数与Lah数之间的相关性THE RELATED PROPERTIES BETWEEN STIRLING NUMBER AND LAH NUMBER
- Euler数与Bernoulli数的一些恒等式SOME IDENTITIES OF EULER NUMBERS AND BERNOULLI NUMBERS
- 一类包括Euler数与Bernoulli数的恒等式A Kind of Identities Containing Euler Numbers and Bernoulli Numbers
- Stirling数Stirling number
- 太阳能热动力系统Brayton装置与Stirling装置分析与比较The Comparison and Analysis of Solar Dynamic Power Module with Brayton Cycle and Stirling Cycle
- 广义Stirling数generalized Stirling numbers
- 涉及Euler数、Bernoulli数和推广的第一类Stirling数的一些恒等式SOME IDENTITIES INVOLVING EULER NUMBERS, BERNOULLI NUMBERS AND GENERALIZED STIRLING NUMBERS OF THE FIRST KIND
- 第2类Stirling数stifling number of the second kind
- 关于Fibonacci数与Bernoulli数的一个恒等式An Identical Equation Between Fibonacci Numbers and Bernoulli Numbers
- 李善兰对Stirling数和Euler数的研究The Study of the Stirling Numbers & the Eulerian Numbers by Li Jenshoo
- 第2类Stirling数Bernoulli数与Euler数的解析表示式Analytic Representative of Two Class Stirling Number and Bernoulli Number and Euler Number
- 关于第一类Stirling数的一般表达式及其几个性质On The General Expression and some Properties of Stirling Numbers of The First Kind
- Bernoulli数Bernoulli number
- 高阶Bernoulli数higher order Bernoulli numbers
- 压缩前一个信息组中的总比特数与压缩后该组中的总比特数之比。The ratio of the total number of bits in a block before compression to the total number of bits in the same block after compression.
- 早期对一些计数函数的研究是引入组合学研究方法的重要内容，如Fibonacci数、Catalan数和Stirling数等经典计数函数；Discuss earlier researches on such counting functions, as Fibonacci numbers, Catalan numbers and Stirling numbers.
- 关于Bernoulli数的同余性质On the Congruence Properties of Bernoulli Numbers
- 为传递通道生成的通知数与传递通道所发送的消息数的比率。Ratio of notifications generated for the delivery channel to messages sent by the delivery channel.
- 给出了Fa dibruno公式在函数逐次求导上的应用定理并给出了证明 ,同时应用此定理给出了一些抽象复合函数的逐次导数 ,并利用Stirling数对结果进行简化。This paper presents and proves the theorem about application of the Fa? bruno formula in calculating successive derivatives of some functions. At the same time, it puts forward successive derivatives of some abstract compound functions and simplifies the result by making use of Stirling Number.
