给定限期条件下应急选址问题的量子竞争决策算法

为求解给定期限条件的应急设施选址问题,本文提出了一种量子竞争决策算法.将量子个体作为博弈者参与到竞争决策中,利用量子位、叠加态等理论提高竞争群体多样性,缩小群体规模,加快优化速度;基于进化博弈论中博弈者学习和策略调整的机制,实现竞争者学习和自演化的目的,增强算法的寻优能力.实验结果表明算法的可行性和有效性.     

多车型多品种货物配装优化问题的混合启发式算法

为满足客户多样化和个性化的需求,建立能充分、均衡利用装载工具的载重和容积的多品种、多车型货物配装模型,并从全局、整体最优上设计混合启发式算法求解。首先,采用实数序列编码,使问题变得更简洁;基于容重比平衡法构建初始解,提高了解的可行性;用基于排序的选择与最佳保留相结合策略,保证群体的多样性;采用改进的非一致变异,加强染色体的局部搜索能力;其次,对遗传算法求得的精英种群再进行禁忌搜索,提高了搜索效率;最后,通过实例计算证明了上述模型和算法的有效性,并为大规模解决实际问题提供思路。     

Electrochemical Oxidation of Carbon‐Containing Fuels and Their Dynamics in Low‐Temperature Fuel Cells

Fuel cells can convert the energy that is chemically stored in a compound into electrical energy with high efficiency. Hydrogen could be the first choice for chemical energy storage, but its utilization is limited due to storage and transport difficulties. Carbon‐containing fuels store chemical energy with significantly higher energy density, which makes them excellent energy carriers. The electro‐oxidation of carbon‐containing fuels without prior reforming is a more challenging and complex process than anodic hydrogen oxidation. The current understanding of the direct electro‐oxidation of carbon‐containing fuels in low‐temperature fuel cells is reviewed. Furthermore, this review covers various aspects of electro‐oxidation for carbon‐containing fuels in non‐steady‐state reaction conditions. Such dynamic investigations open possibilities to elucidate detailed reaction kinetics, to sense fuel concentration, or to diagnose the fuel‐cell state during operation. Motivated by the challenge to decrease the consumption of fossil fuel, the production routes of the fuels from renewable resources also are reviewed.     

基于GFO和标记点分水岭算法的医学图像分割

传统的分水岭分割一般是在原始图像中根据边缘检测算子所得的边缘图进行计算,常规的边缘检测算子并没有引入图像的先验信息或形状约束。由于病理改变以及医学影像数据内在的模糊性,常规边缘检测算子很难引导分水岭算法收敛到正确的目标轮廓,由此导致传统分水岭算法容易受到图像噪声的干扰而"过分割"。在此情况下,提出利用基于广义模糊算子(GFO)的边缘检测算法来改进标记点分水岭分割。从实验结果看,提出的方法非常适合应用于临床医学图像分割。     

A refined fuzzy time series model for stock market forecasting

Time series models have been used to make predictions of stock prices, academic enrollments, weather, road accident casualties, etc. In this paper we present a simple time-variant fuzzy time series forecasting method. The proposed method uses heuristic approach to define frequency-density-based partitions of the universe of discourse. We have proposed a fuzzy metric to use the frequency-density-based partitioning. The proposed fuzzy metric also uses a trend predictor to calculate the forecast. The new method is applied for forecasting TAIEX and enrollments’ forecasting of the University of Alabama. It is shown that the proposed method work with higher accuracy as compared to other fuzzy time series methods developed for forecasting TAIEX and enrollments of the University of Alabama.     

空竭服务多重休假的离散时间GI/G/1重试排队系统

考虑带有空竭服务多重休假的离散时间GI/G/1重试排队系统,其中重试空间中顾客的重试时间和服务台的休假时间均服从几何分布.通过矩阵几何方法,给出了该系统的一系列性能分析指标.最终利用逼近的方法得到了部分数值结果,并通过算例说明主要的参数变化对系统人数的影响.