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combinatorial相关的网络例句

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与 combinatorial 相关的网络例句 [注:此内容来源于网络,仅供参考]

By the combinatorial proof or combinatorial interpretation, the identity is equipped with certain count meaning. The most general way in the combinatorial proof is to count two sides of the identity by two different methods. Generaly, through building a bijection from one set to another one, the number of the two sets respectively represents the two sides of the identity.

恒等式的组合证明或组合解释赋予了恒等式一定的计数意义,组合证明最常用的方法是分别用两种不同的方法对恒等式的两端进行计数,一般通过构造两个集合之间的双射,这两个集合的个数分别表示恒等式的两端,从而根据双射的一一对应性证明恒等式。

Moreover, by the combinatorial proof or combinatorial interpretation, the identity is equipped with certain count meaning. The most general way in the combinatorial proofs is to count two sides of the identity by two different methods. Generaly, through building a bijection from one set to another one, the number of the two sets respectively represents the two sides of the identity. Because of the 1-1 property of bijection, the identity is proved.

此外,恒等式的组合证明或组合解释赋予了恒等式一定的计数意义,组合证明最常用的方法是分别用两种不同的方法对恒等式的两端进行计数,一般通过构造两个集合之间的双射,这两个集合的个数分别表示恒等式的两端,从而根据双射的一一对应性证明恒等式。

In the thesis some vital identities with binomial coefficient are given with their combinatorial proof, and the q-analogues of some identities are offered with corresponding combinatorial proofs on the subspace-lattice. Especially, one remarkable result is that a new q-analogue of the cube-sums identity is obtained with its combinatorial proof over the vector space.

本文给出了一些重要的二项式系数恒等式的组合证明或组合解释,并从向量空间角度给出了一些恒等式的q-模拟及组合证明,其中突出的成果是给出了立方和恒等式的一个新的q-模拟及组合证明。

In the thesis , we give combinatorial proof of some q-identities using integer partition.In the thesis some vital identities with binomial coefficient are given with their combinatorial proof, and the q-analogues of some identities are offered with corresponding combinatorial proof using integer partition.

本文给出了一些重要的二项式系数恒等式的组合证明或组合解释,并从分拆的角度给出了一些q-恒等式的组合证明,其中突出的成果是给出了平方和恒等式的一个直接的组合证明并给出了偶数平方和与奇数平方和的q-模拟及组合证明。

If the power series ∑anxn an ∑anxn and ∑bnxn satisfy the condition r =∑bn xn, we obtain the twin combinatorial identity theorem between the sequences {an} and bn}.We also obtain some specific twin combinatorial identities by using the expansion on the binomial expression formula, including two expansions of combinatorial number(rsn and ...

如果幂级数∑anxn与∑bnxn满足条件r=∑bnxn 时,获得数列{an}与{bn}之间孪生组合恒等式的定理,应用在二项式定理等展开式上得出具体的多组孪生组合恒等式,其中包含组合数的两种展开法,Bernoulli数直接表达式的新证等结果。

Combinatorial computational geometry, which deals with collections of discrete objects or defined in discrete terms: points, lines, polygons, polytopes, etc., and algorithms of discrete/combinatorial character are used

组合计算几何。处理一系列离散的或用离散术语来定义的对象:点,线,多边形,多面体等等,并使用离散/组合特性的算法。

VSP becomes advanced and hot spots in the field of operations research and combinatorial optimization research, researches for VSP can promote actively the development of the theory and method of combinatorial optimization.

VSP是运筹学与组合优化领域的前沿与研究热点问题,对它的研究为组合优化理论与方法的发展有着积极的推动作用。

In this article,based on the twolevel algorithm of selforganization and by applying the method of combinatorial investment ,we set up GMDHtwolevel algorithm security combinatorial investment prospective proceeds model.

以自组织理论两水平算法为基础,采用组合投资方法,在证券投资GMDH两水平算法预测模型的基础上,建立了GMDH两水平算法的证券组合投资预期收益模

The maximum clique problem is a classical combinatorial optimization problem, and finds many important applications in different domains, this paper surveys the current progress on MCP. The Cross Entropy method for combinatorial optimization is proposed by Reuven Y.

最大团问题是一个经典的组合优化问题,在理论研究和实际应用方面都有重要的价值,本文对最大团问题的最新研究进展做了分析综述。

The chapter 3 investigates the constructive method which means that many combinatorial numbers, such as Stirling number, Bell number, harmonic number, Fibonacci number and the number of derangement, are represented to moments of some random variables. This method is used in the computation of combinatorial sums, discovery and proof of combinatorial identities.

第三章研究了构造性概率方法,即一些常见组合变量(以后统称组合数为组合变量)的概率表示,诸如Stirling数、Bell数、调和数、Fibonacci数、错排数都可以表示为一些随机变量的矩,这些概率表示可以用来研究组合和式的计算与恒等式的证明。

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