Electronically steerable parasitic array radiator (ESPAR) technology provides multi-antenna transmission with a single radio frequency (RF) unit. In order to achieve stable transmission using an ESPAR antenna (EA), tw...
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ISBN:
(纸本)9780992862671
Electronically steerable parasitic array radiator (ESPAR) technology provides multi-antenna transmission with a single radio frequency (RF) unit. In order to achieve stable transmission using an ESPAR antenna (EA), two approaches have been proposed in literature. One is to increase the self-resistance of an EA, the other is to transmit signals closely approximating the actual signals that keep the EA stable. In both approaches, no constraint on the transmission power of an EA was considered. This is not the case in actual systems, as the practical power amplifier normally has limited peak power. Taking into account the limited power availability, an optimization problem is formulated with the objective to minimize the MSE between the currents corresponding to the ideal and the approximate transmission signals. The non-convex problem is solved analytically by coordination transformation and a novel algorithm is proposed. It is shown that the system employing the proposed transmission scheme gives similar performance to that of a standard multiple antenna system, especially at low SNRs. In addition, it is shown that increasing the self-resistance of an EA to achieve stability is highly power inefficient.
Markov Random Fields (MRFs) are a popular model for several pattern recognition and reconstruction problems in robotics and computer vision. Inference in MRFs is intractable in general and related work resorts to appr...
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Integrated renewable energy systems are considered to be the most promising sustainable power generation solution in the near future. Due to the technological developments in the last two decades, development of renew...
Integrated renewable energy systems are considered to be the most promising sustainable power generation solution in the near future. Due to the technological developments in the last two decades, development of renewable energy system has greatly increased to face the negative environmental impact caused by conventional energy sources and continuous rising of prices of conventional fuels (coal, gas and oil etc). Among several renewable energy source alternatives, hybrid configuration of photovoltaic (PV) and wind turbine (WT) system steadily connected to the grid is a potential resource. Development of an optimal design approach for hybrid configuration of PV-WT system interfaced to a grid requires to take into consideration of different system variables such as potential solar irradiance and wind speed profiles, daily load profile, technical specifications of devices used in PV-WT system, grid electricity cost, initial investment cost, operation and maintenance cost of PV-WT system, land availability and cost of land etc. Optimal balancing among PV, WT and grid electricity requires particular attention to achieve a good engineering solution. In previous literature, different design approaches represented by several optimization algorithms such as particle swarm optimization (PSO), genetic algorithm, modified PSO, discrete harmony search algorithm etc are used to make hybrid configuration of renewable energy sources. These optimization algorithms are used to minimize single objective function, this objective function is represented mainly by the total system cost. Sometimes technical and/ or economical and/ or environmental requirements are converted into a single mathematical expression to make single objective function. These methods are not always practical since some of the system variables might not be easily converted into a single unified unit. multi- criteria optimization without the need for conversion of several design criteria to a single function is a v
optimization theory is mainly using mathematics method to study optimizationapproaches and solutions of various systems, providing scientific decision-making basis for policymakers solving practical problems. It has ...
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optimization theory is mainly using mathematics method to study optimizationapproaches and solutions of various systems, providing scientific decision-making basis for policymakers solving practical problems. It has the features of optimal choice for discuss decision-making problem. multi-objectiveoptimization is an important branch of mathematical programming, and it has broad application in engineering design, economic planning, project management and other fields. This paper introduces the multi-objectiveoptimization problems in real life as well as two kinds of algorithms solving multi-objectiveoptimization problem and also the advantages and disadvantages of each algorithm. Then dynamic programming algorithm solving optimization problems in segmentation process has been discussed. The optimization decision-making problems presented in various fields in recent years has been listed, finally the future development of optimization decision problem algorithm is prospected.
High performance computing (HPC) research is confronted with multiple competing goals such as reducing makespan and reducing cost in clouds. These competing goals must be optimized simultaneously. multi-objective opti...
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High performance computing (HPC) research is confronted with multiple competing goals such as reducing makespan and reducing cost in clouds. These competing goals must be optimized simultaneously. multi-objectiveoptimization techniques to tackle such HPC problems have received significant research attention. Most multi-objectiveoptimizationapproaches provide a large number of potential solutions. Choosing the best or most preferred solution becomes a problem. In some practical contexts, even if the decision maker does not have an explicit preference, there exist the regions of the solution space that can be viewed as implicitly preferred because of the way the problem has been formulated. Solutions located in these regions are called "knee solutions". Evolutionary approaches have become popular and effective in solving complex and large problems that require HPC. The aim of this paper is to develop a knee-based multi-objective evolutionary algorithm (MOEA) which can prune the set of optimal solutions with a controllable parameter to focus on knee regions. The proposed approach uses a concept called extended dominance to guide the solution process towards knee regions. A user-supplied density controller parameter determines the number of preferred solutions retained. We verify our approach using two and three-objective knee-based test problems. The results show that our approach is competitive with other well-known knee-based MOEAs when evaluated by a convergence metric. We then apply the approach to a network optimization design problem in order to demonstrate how it can be useful in a practical context related to HPC.
Vast majority of practical engineering design problems require simultaneous handling of several criteria. For the sake of simplicity and through a priori preference articulation one can turn many design tasks into sin...
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Vast majority of practical engineering design problems require simultaneous handling of several criteria. For the sake of simplicity and through a priori preference articulation one can turn many design tasks into single-objective problems that can be handled using conventional numerical optimization routines. However, in some situations, acquiring comprehensive knowledge about the system at hand, in particular, about possible trade-offs between conflicting objectives may be necessary. This calls for multiobjectiveoptimization that aims at identifying a set of alternative, Pareto-optimal designs. The most popular solution approaches include population-based metaheuristics. Unfortunately, such methods are not practical for problems involving expensive computational models. This is particularly the case for microwave and antenna engineering where design reliability requires utilization of CPU-intensive electromagnetic (EM) analysis. In this work, we discuss methodologies for expedited multi-objective design optimization of expensive EM simulation models. The solution approaches that we present here rely on surrogate-based optimization (SBO) paradigm, where the design speedup is obtained by shifting the optimization burden into a cheap replacement model (the surrogate). The latter is utilized for generating the initial approximation of the Pareto front representation as well as further front refinement (to elevate it to the high-fidelity EM simulation model level). We demonstrate several application case studies, including a wideband matching transformer, a dielectric resonator antenna and an ultra-wideband monopole antenna. Dimensionality of the design spaces in the considered examples vary from six to fifteen, and the design optimization cost is about one hundred of high-fidelity EM simulations of the respective structure, which is extremely low given the problem complexity. (C) 2016 Elsevier B.V. All rights reserved.
Many-objective problems refer to the optimization problems containing more than three conflicting objectives. To obtain a representative set of well-distributed non-dominated solutions close to Pareto front in the obj...
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Many-objective problems refer to the optimization problems containing more than three conflicting objectives. To obtain a representative set of well-distributed non-dominated solutions close to Pareto front in the objective space remains a challenging problem. Many papers have proposed different multi-objective Evolutionary Algorithms to solve the lack of the convergence and diversity in many-objective problems. One of the more promising approaches uses a set of reference points to discriminate the solutions and guide the search process. However, this approach was incorporated mainly in multi-objective Evolutionary Algorithms, and there are just some few promising adaptations of Particle Swarm optimizationapproaches for effectively tackling many-objective problems regarding convergence and diversity. Thus, this paper proposes a practical and efficient Many-objective Particle Swarm optimization algorithm for solving many-objective problems. Our proposal uses a set of reference points dynamically determined according to the search process, allowing the algorithm to converge to the Pareto front, but maintaining the diversity of the Pareto front. Our experimental results demonstrate superior or similar performance when compared to other state-of-art algorithms. (C) 2016 Elsevier Inc. All rights reserved.
A number of the practical scenarios relating to sensor networks are modeled as multi-objectiveoptimization formulations where multiple desirable objectives compete with each other and the decision maker has to choose...
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A number of the practical scenarios relating to sensor networks are modeled as multi-objectiveoptimization formulations where multiple desirable objectives compete with each other and the decision maker has to choose one of the tradeoff solutions. These multiple objectives may or may not conflict with each other. Keeping in view the nature of the application, the sensing scenario and input/output of the problem, the type of optimization problem changes. To tackle different nature of optimization problems relating to sensor network design, deployment, operation, planing and placement, there exist a plethora of optimization solution types. We analyze the existing literature to show the trend of the research community with respect to sensor network technologies being used, different engineering applications, simulation tools being used and the research emanating from different geographical areas. We also present a generic resource allocation problem in sensor network which consists of input variables, required output, objectives and constraints. A list of constraints is also tabulated to give an overview of different constraints which are considered while formulating the optimization problem in sensor networks. Keeping in view the multi facet coverage of this article relating to multi-objectiveoptimization, this will open up new avenues of research in the area of multi-objectiveoptimization relating to sensor networks. (C) 2016 Elsevier B.V. All rights reserved.
This work addresses the problem of single robot coverage and exploration in an environment with the goal of finding a specific object previously known to the robot. As limited time is a constraint of interest we canno...
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This work addresses the problem of single robot coverage and exploration in an environment with the goal of finding a specific object previously known to the robot. As limited time is a constraint of interest we cannot search from an infinite number of points. Thus, we propose a multi-objective approach for such search tasks in which we first search for a good set of positions to place the robot sensors in order to acquire information from the environment and to locate the desired object. Given the interesting properties of the Generalized Voronoi Diagram, we restrict the candidate search points along this roadmap. We redefine the problem of finding these search points as a multi-objectiveoptimization one. NSGA-II is used as the search engine and ELECTRE I is applied as a decision making tool to decide among the trade-off alternatives. We also solve a Chinese Postman Problem to optimize the path followed by the robot in order to visit the computed search points. Simulation results show a comparison between the solution found by our method and solutions defined by other known approaches. Finally, a real robot experiment indicates the applicability of our method in practical scenarios.
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