The composition of the landscape image can convey the emotion of cameramen. Proposed in this article is one novel technique for landscape image composition analysis, which could lay the foundation for the further anal...
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Special properties such as small size, stable content, high in-degree, high access frequency, and integrity of terminology box were analyzed. Proposes terminology box replication preprocessing, and then design a parti...
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Special properties such as small size, stable content, high in-degree, high access frequency, and integrity of terminology box were analyzed. Proposes terminology box replication preprocessing, and then design a partition framework according to properties of the web scaled resource description framework (RDF) data. In comparison with the classical multilevel graph partitioning algorithm, experiment results show that the partition framework is good for web scaled RDF data partition, dramatically decrease the edge cut by small redundancy. This partition framework provides a good data distribution management for high level computing.
The effectiveness of supervised feature selection degrades in low training data scenarios. We propose to alleviate this problem by augmenting per-task feature selection with joint feature selection over multiple tasks...
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Tensors are increasingly common in several areas such as data mining, computer graphics, and computer vision. Tensor clustering is a fundamental tool for data analysis and pattern discovery. However, there usually exi...
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ISBN:
(纸本)9781577356332
Tensors are increasingly common in several areas such as data mining, computer graphics, and computer vision. Tensor clustering is a fundamental tool for data analysis and pattern discovery. However, there usually exist outlying data points in realworld datasets, which will reduce the performance of clustering. This motivates us to develop a tensor clustering algorithm that is robust to the outliers. In this paper, we propose an algorithm of Robust Tensor Clustering (RTC). The RTC firstly finds a lower rank approximation of the original tensor data using a L1 norm optimization function. Because the L1 norm doesn't exaggerate the effect of outliers compared with L2 norm, the minimization of the L1 norm approximation function makes RTC robust to outliers. Then we compute the HOSVD decomposition of this approximate tensor to obtain the final clustering results. Different from the traditional algorithm solving the approximation function with a greedy strategy, we utilize a non-greedy strategy to obtain a better solution. Experiments demonstrate that RTC has better performance than the state-ofthe- art algorithms and is more robust to outliers.
An angle-of-attack tracking autopilot for Hypersonic Reentry Vehicle (HRV) driven by Reaction Control System (RCS) is designed based on Linear Matrix Inequalities in this paper. During the initial reentry phase of hyp...
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ISBN:
(纸本)9781624102240
An angle-of-attack tracking autopilot for Hypersonic Reentry Vehicle (HRV) driven by Reaction Control System (RCS) is designed based on Linear Matrix Inequalities in this paper. During the initial reentry phase of hypersonic vehicle, the efficacy of aerodynamics surface is insufficient due to low dynamic pressure. Thus RCS is utilized to act as the control actuator, with saturating and quantizing output. A control design technique based on Linear Matrix Inequalities is employed in this paper to determine a state feedback stabilizing gain through solving an optimization problem. The domain of attraction of the control system relating to the stabilizing gain can be estimated simultaneously. In the design process, the level of saturation and quantization error bound of RCS can be considered explicitly. Input-to-State Stability of the closed-loop system is proved by selecting appropriate comparison functions. The performance of the designed controller is demonstrated by simulations with linear and nonlinear dynamics model of HRV.
This paper proposes an adaptive video super-resolution (SR) method based on superpixel-guided auto-regressive (AR) model. The keyframes are automatically selected and super-resolved by a sparse regression method. The ...
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The computational discovery of DNA motifs for previously uncharacterized transcription factors in groups of co-regulated genes is a well-studied problem with a great deal of practical relevance to the biologist. In th...
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Several entanglement measures are used to define equivalence classes in the set of hypergraph states of three qubits. Our classifications reveal that (i) under local unitary transformations, hypergraph states of three...
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Several entanglement measures are used to define equivalence classes in the set of hypergraph states of three qubits. Our classifications reveal that (i) under local unitary transformations, hypergraph states of three qubits are split into six classes and only one of them is not equivalent to any graph state; (ii) under stochastic local operations with classical communication, for the single-copy case hypergraph states of three qubits, partitioned into five classes which cannot be converted into a W state, are equivalent to graph states; and (iii) when bipartite entanglement in three qubits is considered, hypergraph states of three qubits are split into five classes and only one of them has the same entangled graph as the W state.
Ionicioiu and Spiller [Phys. Rev. A 85, 062313 (2012)] have recently presented an axiomatic framework for mapping graphs to quantum states of a suitable physical system. Based on their study, we first extend the axiom...
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Ionicioiu and Spiller [Phys. Rev. A 85, 062313 (2012)] have recently presented an axiomatic framework for mapping graphs to quantum states of a suitable physical system. Based on their study, we first extend the axiomatic framework to hypergraphs by means of modifying its axioms and consistency conditions. Then we use the axiomatic approach to encode hypergraphs into a different family of quantum states, called the hypergraph states. Moreover, we also try to do the following: (i) show that real equally weighted states, which occur in Grover and Deutsch-Jozsa algorithms, are equivalent to hypergraph states; (ii) describe the relations among hypergraph states, graph states, and stabilizer states; (iii) provide some transformation rules, stated in purely hypergraph theoretical terms, which completely characterize the evolution of hypergraph states under some local operations, including operators in the Pauli group and some special local Pauli measurements; and (iv) investigate some properties of multipartite entanglement of hypergraph states by hypergraph theory.
Kruszynska and Kraus [Phys. Rev. A 79, 052304 (2009)] have recently introduced the so-called locally maximally entangleable (LME) states of n qubits which can be maximally entangled with local auxiliary qubits using c...
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Kruszynska and Kraus [Phys. Rev. A 79, 052304 (2009)] have recently introduced the so-called locally maximally entangleable (LME) states of n qubits which can be maximally entangled with local auxiliary qubits using controlled operations. We characterize the local entangleability of hypergraph states and W states using the approach of Kruszynska and Kraus. We show that (i) all hypergraph states are LME; (ii) hypergraph states and LME states are not equivalent under local unitaries; (iii) a W state of n qubits is not LME; and (iv) no hypergraph state of n qubits can be converted into the W state under local unitary transformations. Moreover, we also present an approach for encoding weighted hypergraphs into LME states.
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