数据仓库能够把来自企业内部和外部的大量异构数据按辅助决策主题的要求进行加工、集成,为高层管理人员提供各种类型的、有效的数据分析,成为目前信息处理技术中的研究热点。分析了SAPBS(Business Information Warehouse,商务信息仓库)...数据仓库能够把来自企业内部和外部的大量异构数据按辅助决策主题的要求进行加工、集成,为高层管理人员提供各种类型的、有效的数据分析,成为目前信息处理技术中的研究热点。分析了SAPBS(Business Information Warehouse,商务信息仓库)的特点,并根据定量钢现有的成本业务需求给出了其系统结构和SAP BW模型,以生产订单为中心,结合产量、价格投料进行成本分析,最后指出了其关键技术和实现方法,为管理层在成本控制决策上提供了强有力的支持。展开更多
We develop a new geometric approach to deal with qubit information systems using colored graph theory. More precisely, we present a one to one correspondence between graph theory, and qubit systems, which may be explo...We develop a new geometric approach to deal with qubit information systems using colored graph theory. More precisely, we present a one to one correspondence between graph theory, and qubit systems, which may be explored to attack qubit information problems using torie geometry considered as a powerful tool to understand modern physics including string theory. Concretely, we examine in some details the cases of one, two, and three qubits, and we find that they are associated with CP1, CP1×CP1 and CP1×CP1× CP1 toric varieties respectively. Using a geometric procedure referred to as a colored toric geometry, we show that the qubit physics can be converted into a scenario handling toric data of such manifolds by help of hypercube graph theory. Operations on toric information can produce universal quantum gates.展开更多
We present a simple three-neuron Hopfield neural network as a tentative model to illustrate the perspective alternation of Necker cube. This neural network has a chaotic attractor with two "leaves", each lea...We present a simple three-neuron Hopfield neural network as a tentative model to illustrate the perspective alternation of Necker cube. This neural network has a chaotic attractor with two "leaves", each leaf can be regarded as a dynamic process corresponding a feature of the Necker cube. This tentative model suggests another manifestation of the role of chaos in information processing.展开更多
This paper presents an interval effective independence method for optimal sensor placement, which contains uncertain structural information. To overcome the lack of insufficient statistic description of uncertain para...This paper presents an interval effective independence method for optimal sensor placement, which contains uncertain structural information. To overcome the lack of insufficient statistic description of uncertain parameters, this paper treats uncertainties as non-probability intervals. Based on the iterative process of classical effective independence method, the proposed study considers the eliminating steps with uncertain cases. Therefore, this method with Fisher information matrix is extended to interval numbers, which could conform to actual engineering. As long as we know the bounds of uncertainties, the interval Fisher information matrix could be obtained conveniently by interval analysis technology. Moreover, due to the definition and calculation of the interval relationship, the possibilities of eliminating candidate sensors in each iterative process and the final layout of sensor placement are both presented in this paper. Finally, two numerical examples, including a five-storey shear structure and a truss structure are proposed respectively in this paper. Compared with Monte Carlo simulation, both of them can indicate the veracity of the interval effective independence method.展开更多
Efficiency and reliable routing can be achieved by using internally nodedisjoint paths （disjoint path for short） because they can be used to avoid congestion, accelerate the transmission rate, and provide alternativ...Efficiency and reliable routing can be achieved by using internally nodedisjoint paths （disjoint path for short） because they can be used to avoid congestion, accelerate the transmission rate, and provide alternative transmission routes. It is well known that there are n disjoint paths connecting any two nodes in an n-dimensional hypercube （n-cube for short）. In order to enhance the performance and reliability, several variants of n-cube networks have been proposed. The enhanced hypercube networks （denoted by Qn,k） is one of these variation. In this paper, its structural natures are obtained in detail and its properties and performance have been analyzed. The minimum transmission delay of enhanced hypercube Qn,k has been proved equal to k ＋q┌n-k＋1/2┐.The one-to-one routing process is also concerned, this paper also proves that＇ thereexists n ＋ 1 internally-disjoint paths between any two distinct nodes in Qn,k for k = 2. It follows that its connectivity and edge-connectivity are n ＋ 1.展开更多
文摘数据仓库能够把来自企业内部和外部的大量异构数据按辅助决策主题的要求进行加工、集成,为高层管理人员提供各种类型的、有效的数据分析,成为目前信息处理技术中的研究热点。分析了SAPBS(Business Information Warehouse,商务信息仓库)的特点,并根据定量钢现有的成本业务需求给出了其系统结构和SAP BW模型,以生产订单为中心,结合产量、价格投料进行成本分析,最后指出了其关键技术和实现方法,为管理层在成本控制决策上提供了强有力的支持。
文摘We develop a new geometric approach to deal with qubit information systems using colored graph theory. More precisely, we present a one to one correspondence between graph theory, and qubit systems, which may be explored to attack qubit information problems using torie geometry considered as a powerful tool to understand modern physics including string theory. Concretely, we examine in some details the cases of one, two, and three qubits, and we find that they are associated with CP1, CP1×CP1 and CP1×CP1× CP1 toric varieties respectively. Using a geometric procedure referred to as a colored toric geometry, we show that the qubit physics can be converted into a scenario handling toric data of such manifolds by help of hypercube graph theory. Operations on toric information can produce universal quantum gates.
基金Supported in part by National Natural Science Foundation of China under Grant No. 10972082
文摘We present a simple three-neuron Hopfield neural network as a tentative model to illustrate the perspective alternation of Necker cube. This neural network has a chaotic attractor with two "leaves", each leaf can be regarded as a dynamic process corresponding a feature of the Necker cube. This tentative model suggests another manifestation of the role of chaos in information processing.
基金supported by the National Natural Science Foundation of China(Grant No.11502278)
文摘This paper presents an interval effective independence method for optimal sensor placement, which contains uncertain structural information. To overcome the lack of insufficient statistic description of uncertain parameters, this paper treats uncertainties as non-probability intervals. Based on the iterative process of classical effective independence method, the proposed study considers the eliminating steps with uncertain cases. Therefore, this method with Fisher information matrix is extended to interval numbers, which could conform to actual engineering. As long as we know the bounds of uncertainties, the interval Fisher information matrix could be obtained conveniently by interval analysis technology. Moreover, due to the definition and calculation of the interval relationship, the possibilities of eliminating candidate sensors in each iterative process and the final layout of sensor placement are both presented in this paper. Finally, two numerical examples, including a five-storey shear structure and a truss structure are proposed respectively in this paper. Compared with Monte Carlo simulation, both of them can indicate the veracity of the interval effective independence method.
基金This project is supported by National Natural Science Foundation of China （10671081） the Science Foundation of Hubei Province （2006AA412C27）
文摘Efficiency and reliable routing can be achieved by using internally nodedisjoint paths （disjoint path for short） because they can be used to avoid congestion, accelerate the transmission rate, and provide alternative transmission routes. It is well known that there are n disjoint paths connecting any two nodes in an n-dimensional hypercube （n-cube for short）. In order to enhance the performance and reliability, several variants of n-cube networks have been proposed. The enhanced hypercube networks （denoted by Qn,k） is one of these variation. In this paper, its structural natures are obtained in detail and its properties and performance have been analyzed. The minimum transmission delay of enhanced hypercube Qn,k has been proved equal to k ＋q┌n-k＋1/2┐.The one-to-one routing process is also concerned, this paper also proves that＇ thereexists n ＋ 1 internally-disjoint paths between any two distinct nodes in Qn,k for k = 2. It follows that its connectivity and edge-connectivity are n ＋ 1.
