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Topology-Aware Strategy for MPI-IO Operations in Clusters 集群中MPI-IO操作的拓扑感知策略
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-11-19 DOI: 10.1155/2018/2068490
Weifeng Liu, Jie Zhou, Meng Guo
This paper presents the topology-aware two-phase I/O (TATP), which optimizes the most popular collective MPI-IO implementation of ROMIO. In order to improve the hop-bytes metric during the file access, topology-aware two-phase I/O employs the Linear Assignment Problem (LAP) for finding an optimal assignment of file domain to aggregators, an aspect which is not considered in most two-phase I/O implementations. The distribution is based on the local data stored by each process, and its main purpose is to reduce the total hop-bytes of the I/O collective operation. Therefore, the global execution time can be improved. In most of the considered scenarios, topology-aware two-phase I/O obtains important improvements when compared with the original two-phase I/O implementations.
本文提出了拓扑感知的两阶段I/O (TATP),它优化了最流行的ROMIO集体MPI-IO实现。为了改善文件访问期间的跳字节度量,拓扑感知两阶段I/O采用线性分配问题(LAP)来寻找文件域到聚合器的最佳分配,这是大多数两阶段I/O实现中没有考虑的一个方面。该分布基于每个进程存储的本地数据,其主要目的是减少I/O集体操作的总跳字节数。因此,可以提高全局执行时间。在大多数考虑的场景中,与最初的两阶段I/O实现相比,拓扑感知的两阶段I/O获得了重要的改进。
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引用次数: 4
Jaya Algorithm Guided Procedure to Segment Tumor from Brain MRI Jaya算法指导脑MRI肿瘤分割
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-11-14 DOI: 10.1155/2018/3738049
S. Satapathy, V. Rajinikanth
Brain abnormality is a cause for the chief risk factors in human society with larger morbidity rate. Identification of tumor in its early stage is essential to provide necessary treatment procedure to save the patient. In this work, Jaya Algorithm (JA) and Otsu’s Function (OF) guided method is presented to mine the irregular section of brain MRI recorded with Flair and T2 modality. This work implements a two-step process to examine the brain tumor from the axial, sagittal, and coronal views of the two-dimensional (2D) MRI slices. This paper presents a detailed evaluation of thresholding procedure with varied threshold levels (Th=2,3,4,5), skull stripping process before/after the thresholding practice, and the tumor extraction based on the Chan-Vese approach. Superiority of JA is confirmed among other prominent heuristic approaches found in literature. The outcome of implemented study confirms that Jaya Algorithm guided method is capable of presenting superior values of Jaccard-Index, Dice-Coefficient, sensitivity, specificity, accuracy, and precision on the BRATS 2015 dataset.
脑异常是造成人类社会主要危险因素之一,发病率较高。早期发现肿瘤对于提供必要的治疗程序以挽救患者至关重要。本文采用Jaya算法(JA)和Otsu 's Function (OF)引导方法对Flair和T2模态记录的脑MRI不规则切片进行挖掘。这项工作实现了两步的过程,从二维(2D) MRI切片的轴向,矢状面和冠状面检查脑肿瘤。本文详细评价了不同阈值水平(Th=2,3,4,5)的阈值分割过程,阈值分割前后的颅骨剥离过程,以及基于Chan-Vese方法的肿瘤提取。在文献中发现的其他突出的启发式方法中,JA的优越性得到了证实。实施的研究结果证实,Jaya算法指导方法能够在BRATS 2015数据集上呈现优越的Jaccard-Index、Dice-Coefficient、灵敏度、特异性、准确度和精密度值。
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引用次数: 45
HybridHAM: A Novel Hybrid Heuristic for Finding Hamiltonian Cycle HybridHAM:一种寻找哈密顿循环的新型混合启发式算法
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-10-16 DOI: 10.1155/2018/9328103
K. R. Seeja
Hamiltonian Cycle Problem is one of the most explored combinatorial problems. Being an NP-complete problem, heuristic approaches are found to be more powerful than exponential time exact algorithms. This paper presents an efficient hybrid heuristic that sits in between the complex reliable approaches and simple faster approaches. The proposed algorithm is a combination of greedy, rotational transformation and unreachable vertex heuristics that works in three phases. In the first phase, an initial path is created by using greedy depth first search. This initial path is then extended to a Hamiltonian path in second phase by using rotational transformation and greedy depth first search. Third phase converts the Hamiltonian path into a Hamiltonian cycle by using rotational transformation. The proposed approach could find Hamiltonian cycles from a set of hard graphs collected from the literature, all the Hamiltonian instances (1000 to 5000 vertices) given in TSPLIB, and some instances of FHCP Challenge Set. Moreover, the algorithm has O(n3) worst case time complexity. The performance of the algorithm has been compared with the state-of-the-art algorithms and it was found that HybridHAM outperforms others in terms of running time.
哈密顿循环问题是研究最多的组合问题之一。作为一个np完全问题,启发式方法被发现比指数时间精确算法更强大。本文提出了一种介于复杂可靠方法和简单快速方法之间的高效混合启发式算法。该算法是贪婪、旋转变换和不可达顶点启发式的结合,分三个阶段工作。在第一阶段,使用贪婪深度优先搜索创建初始路径。然后利用旋转变换和贪婪深度优先搜索,在第二阶段将初始路径扩展为哈密顿路径。第三阶段通过旋转变换将哈密顿路径转换成哈密顿循环。该方法可以从文献中收集的一组硬图、TSPLIB中给出的所有哈密顿实例(1000 ~ 5000个顶点)以及FHCP挑战集的一些实例中找到哈密顿环。该算法的最坏情况时间复杂度为0 (n3)。该算法的性能与最先进的算法进行了比较,发现HybridHAM在运行时间方面优于其他算法。
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引用次数: 7
Asymptotics for Optimal Design Problems for the Schrödinger Equation with a Potential 带势Schrödinger方程最优设计问题的渐近性
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-10-08 DOI: 10.1155/2018/8162845
Alden Waters, Ekaterina Merkurjev
We study the problem of optimal observability and prove time asymptotic observability estimates for the Schrödinger equation with a potential in L∞Ω, with Ω⊂Rd, using spectral theory. An elegant way to model the problem using a time asymptotic observability constant is presented. For certain small potentials, we demonstrate the existence of a nonzero asymptotic observability constant under given conditions and describe its explicit properties and optimal values. Moreover, we give a precise description of numerical models to analyze the properties of important examples of potentials wells, including that of the modified harmonic oscillator.
我们研究了最优可观察性问题,并使用谱理论证明了具有L∞Ω中一个位势的Schrödinger方程的时间渐近可观察性估计,其中Ω∧Rd。提出了一种利用时间渐近可观测常数对问题进行建模的简便方法。对于某些小势,我们证明了在给定条件下一个非零渐近可观测常数的存在性,并描述了它的显式性质和最优值。此外,我们给出了一个精确的数值模型来分析势阱的重要例子,包括修正谐振子的势阱。
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引用次数: 0
Optimizing Testing-Resource Allocation Using Architecture-Based Software Reliability Model 基于体系结构的软件可靠性模型优化测试资源分配
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-09-27 DOI: 10.1155/2018/6948656
H. Okamura, T. Dohi
In the management of software testing, testing-recourse allocation is one of the most important problems due to the tradeoff between development cost and reliability of released software. This paper presents the model-based approach to design the testing-resource allocation. In particular, we employ the architecture-based software reliability model with operational profile to estimate the quantitative software reliability in operation phase and formulate the multiobjective optimization problems with respect to cost, testing effort, and software reliability. In numerical experiment, we investigate the difference of the presented optimization problem from the existing testing-resource allocation model.
在软件测试管理中,测试资源的分配是一个非常重要的问题,因为它需要权衡软件的开发成本和可靠性。本文提出了一种基于模型的测试资源分配设计方法。特别地,我们采用基于体系结构的软件可靠性模型和运行轮廓来定量评估软件运行阶段的可靠性,并制定了关于成本、测试工作量和软件可靠性的多目标优化问题。通过数值实验,研究了该优化问题与现有测试资源分配模型的区别。
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引用次数: 3
A New Modified Three-Term Hestenes–Stiefel Conjugate Gradient Method with Sufficient Descent Property and Its Global Convergence 一种新的改进的具有充分下降性质的三项Hestenes-Stiefel共轭梯度法及其全局收敛性
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-09-27 DOI: 10.1155/2018/5057096
B. Baluch, Z. Salleh, Ahmad Alhawarat
This paper describes a modified three-term Hestenes–Stiefel (HS) method. The original HS method is the earliest conjugate gradient method. Although the HS method achieves global convergence using an exact line search, this is not guaranteed in the case of an inexact line search. In addition, the HS method does not usually satisfy the descent property. Our modified three-term conjugate gradient method possesses a sufficient descent property regardless of the type of line search and guarantees global convergence using the inexact Wolfe–Powell line search. The numerical efficiency of the modified three-term HS method is checked using 75 standard test functions. It is known that three-term conjugate gradient methods are numerically more efficient than two-term conjugate gradient methods. Importantly, this paper quantifies how much better the three-term performance is compared with two-term methods. Thus, in the numerical results, we compare our new modification with an efficient two-term conjugate gradient method. We also compare our modification with a state-of-the-art three-term HS method. Finally, we conclude that our proposed modification is globally convergent and numerically efficient.
本文提出了一种改进的三项Hestenes-Stiefel (HS)方法。原始HS法是最早的共轭梯度法。虽然HS方法使用精确的线搜索实现全局收敛,但在不精确的线搜索情况下不能保证这一点。此外,HS方法通常不满足下降特性。本文改进的三项共轭梯度法具有充分的下降性质,无论线搜索的类型如何,都保证了非精确Wolfe-Powell线搜索的全局收敛性。用75个标准测试函数检验了改进的三项HS方法的数值效率。众所周知,三项共轭梯度法在数值上比两项共轭梯度法更有效。重要的是,本文量化了与两期方法相比,三期方法的性能有多好。因此,在数值结果中,我们将新的修正与一种有效的两项共轭梯度法进行了比较。我们还比较了我们的修改与最先进的三期HS方法。最后,我们得出结论,我们提出的修正是全局收敛的和数值有效的。
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引用次数: 11
Optimizing Truck Visits to Container Terminals with Consideration of Multiple Drays of Individual Drivers 考虑个体司机多天行程的集装箱码头货车优化
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-09-17 DOI: 10.1155/2018/5165124
R. Jovanovic
In this paper a new approach for designing a truck appointment system (TAS) at container terminals is proposed. While the vast majority of published research analyzes the TAS from the perspective of drayage companies and terminal operations, in this work this topic is centered around truck drivers. The objective of this approach is to show that it is possible to increase the satisfaction of drivers which will maintain the positive effects that the TAS provides to the port. To be more precise, the focus is on exploiting the fact that individual truck drivers perform multiple visits to the container terminal in a day. Based on this information, a scheduling problem is defined and the corresponding integer programming model is developed. The potential benefits of the proposed approach are evaluated for the ports of Los Angeles and the port of Seattle. This has been done by generating problem instances based on the distribution of the number of daily truck visits to the port, number of daily working hours of drivers, and distances (lengths) of individual dray moves for the corresponding ports. The results of the conducted computational experiments show that using the proposed approach can positively affect gate waiting times and truck driver satisfaction. Further, it is shown that this type of approach favors more experienced drivers, which has a potential to provide additional benefits to the port.
本文提出了一种设计集装箱码头车辆预约系统的新方法。虽然绝大多数已发表的研究都是从运输公司和码头运营的角度分析运输服务,但在这项工作中,该主题以卡车司机为中心。这种方法的目的是表明,提高司机的满意度是可能的,这将保持交通运输系统为港口提供的积极影响。更准确地说,重点是利用单个卡车司机在一天内多次访问集装箱码头的事实。在此基础上,定义了调度问题,并建立了相应的整数规划模型。对洛杉矶港和西雅图港拟议方法的潜在效益进行了评估。这是通过生成问题实例来完成的,这些问题实例是基于每天到达港口的卡车数量的分布、司机的每日工作小时数以及相应港口的单个拖车移动距离(长度)。计算实验结果表明,采用该方法可以显著提高登机口等待时间和卡车司机满意度。此外,研究表明,这种方法有利于更有经验的司机,这有可能为港口提供额外的好处。
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引用次数: 6
A Heuristic Approach for Optimal Planning and Operation of Distribution Systems 配电系统优化规划与运行的启发式方法
IF 4 Q3 ENGINEERING, MULTIDISCIPLINARY Pub Date : 2018-06-03 DOI: 10.1155/2018/6258350
Khalid Mohammed Saffer Alzaidi, O. Bayat, O. Ucan
The efficient planning and operation of power distribution systems are becoming increasingly significant with the integration of renewable energy options into power distribution networks. Keeping voltage magnitudes within permissible ranges is vital; hence, control devices, such as tap changers, voltage regulators, and capacitors, are used in power distribution systems. This study presents an optimization model that is based on three heuristic approaches, namely, particle swarm optimization, imperialist competitive algorithm, and moth flame optimization, for solving the voltage deviation problem. Two different load profiles are used to test the three modified algorithms on IEEE 123- and IEEE 13-bus test systems. The proposed optimization model uses three different cases: Case 1, changing the tap positions of the regulators; Case 2, changing the capacitor sizes; and Case 3, integrating Cases 1 and 2 and changing the locations of the capacitors. The numerical results of the optimization model using the three heuristic algorithms are given for the two specified load profiles.
随着可再生能源方案与配电网的整合,配电系统的高效规划和运行变得越来越重要。保持电压值在允许范围内是至关重要的;因此,控制装置,如分接开关、电压调节器和电容器,在配电系统中使用。本文提出了一种基于粒子群优化、帝国主义竞争算法和飞蛾火焰优化三种启发式方法求解电压偏差问题的优化模型。在ieee123总线和ieee13总线测试系统上,用两种不同的负载剖面对三种改进算法进行了测试。所提出的优化模型使用了三种不同的情况:情况1,改变调节器的龙头位置;案例2,改变电容器尺寸;以及案例3,将案例1和案例2集成并改变电容器的位置。给出了三种启发式算法在两种负荷工况下的优化模型的数值计算结果。
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引用次数: 5
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Journal of Optimization
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