PARTITIONS相关论文
Thermal convection widely exists in nature and engineering applications.How to improve the heat transfer efficiency ......
It is well recognized that Severe Acute Respiratory Syndrome Coronavirus 2(SARS-CoV-2)virus could be spread through touc......
In some networks nodes belong to predefined groups (e.g., authors belong to institutions). Common network cen-trality me......
为探究吕家坨井田地质构造格局,根据钻孔勘探资料,采用分形理论和趋势面分析方法,研究了井田7......
为探究吕家坨井田地质构造格局,根据钻孔勘探资料,采用分形理论和趋势面分析方法,研究了井田7......
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针对高校教室照明系统能耗大浪费多的问题，利用红外装置和人脸识别系统，设计了一套高校教室照明节能系统。系统将教室分为几个区域，利......
为了有效解决血液涂片制作过程中染色前后的载玻片、染色必用药品和物品侵占实验平台空间及涂片染色后染色废液对环境的污染等问题......
植物多样性分布受环境影响,具有尺度依赖性,研究不同区域植物多样性的差异和分布规律有助于剖析群落多样性的整体形成和变化原因,......
通过地质工程勘察和资料收集,充分掌握了大水沟场区斜坡的地质条件、结构特征及变形机制后,将该斜坡划为2个分区.利用传递系数法,......
利用组合原理，证明了当n≥5时，第二类Stirling数S2（n，5）的计算公式，采用同样的方法给出了n≥r时，第二类Stirling数S2（n，r）的计算公式．......
对四元六次对称多项式不等式的分拆进行了初步探讨；证明了若干拆分基不等式和含参不等式；最后提出了若干问题。......
结合等效磁场实现转子内磁场强度至转子轭表面的转换,分别建立了开口、半开（闭）口定子槽模型,采用分段磁路法分析各段磁路长度变化情......
点荫度是图论的重要概念之一,图的可平面性问题、有一个多世纪之悬案的四色猜想问题等也可从研究图的点荫度而寻找答案.这里得到一......
Recently we interpreted five q-series identities of Rogers combinatorially by using partitions with “n +t cop-ies of n......
本文介绍一种对铁路客车间壁结构的振动控制方法,通过采用仿真、现车测试和实验室测试相结合的手段,在间壁减振器安装结构基础上,......
以浙江湖州织里镇童装类“三合一”企业建筑为例，分析其建筑结构特征和火灾特点，提出对建筑进行横向水平分离改造，从火灾蔓延、人员疏......
Effect of Seasons on Theanine Levels in Different Kenyan Commercially Released Tea Cultivars and Its
A study was conducted to determine the effect of seasons in 23 different Kenyan commercially released tea cultivars. Thi......
Effect of Seasons on Theanine Levels in Different Kenyan Commercially Released Tea Cultivars and Its
A study was conducted to determine the effect of seasons in 23 different Kenyan commercially released tea cultivars. Thi......
By using lattice paths in the three-dimensional space we obtain bijectively an interpretation for the overpartitions of ......
A New Formula for Partitions in a Set of Entities into Empty and Nonempty Subsets, and Its Applicati
In combinatorics, a Stirling number of the second kind S (n,k)? is the number of ways to partition a set of n objects in......
A New Formula for Partitions in a Set of Entities into Empty and Nonempty Subsets, and Its Applicati
In combinatorics, a Stirling number of the second kind S (n,k)? is the number of ways to partition a set of n objects in......
The study of the confluences of the roots of a given set of polynomials—root-pattern problem— does not appear to have ......
The Legendre-Stirling numbers were discovered by Everitt, Littlejohn and Wellman in 2002 in a study of the spectral theo......
Polynomial Generalizations and Combinatorial Interpretations for Sequences Including the Fibonacci a
In this paper we present combinatorial interpretations and polynomials generalizations for sequences including the Fibon......
Polynomial Generalizations and Combinatorial Interpretations for Sequences Including the Fibonacci a
In this paper we present combinatorial interpretations and polynomials generalizations for sequences including the Fibon......
该文给出黎曼可积的一个等价条件，进而证明在定积分定义中可用将区间等分代替将区间任意分割．......
本文讨论了一类非线性整数规划问题的最优性条件以及求解的算法。...
For every partition and its conjugation , there is an important invariant , which denotes the number of different parts.......
Recently in [1] Goyal and Agarwal interpreted a generalized basic series as a generating function for a colour partition......
