This paper describes an approach using Firefly Algorithm, Particle Swarm optimization and Genetic Algorithm to optimize the parameters of Takagi-Sugeno-Kang (TSK) fuzzy logic system (both type-1 and type-2) in order t...
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This paper describes an approach using Firefly Algorithm, Particle Swarm optimization and Genetic Algorithm to optimize the parameters of Takagi-Sugeno-Kang (TSK) fuzzy logic system (both type-1 and type-2) in order to find the optimal fuzzy logic system for sea water level prediction. The obtained results of the simulations performed are compared among these optimizationalgorithms in order to find which one is the best optimization algorithm for sea water level prediction.
The sparse matrix solver is a critical component in circuit simulators. Some researches have developed GPU-based LU factorization approaches to accelerate the sparse solver. But the performance of these solvers is con...
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Locally testable codes (LTCs) are error-correcting codes for which membership in the code can be tested by probing few symbols of a purported codeword. Motivated by applications in cryptography, we initiate the study ...
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Many real world problems involve multiple criteria that should be considered separately and optimized simultaneously. A Multi-Objective Distributed Constraint optimization Problem (MO-DCOP) is the extension of a mono-...
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ISBN:
(纸本)9783642449499;9783642449482
Many real world problems involve multiple criteria that should be considered separately and optimized simultaneously. A Multi-Objective Distributed Constraint optimization Problem (MO-DCOP) is the extension of a mono-objective Distributed Constraint optimization Problem (DCOP). A DCOP is a fundamental problem that can formalize various applications related to multi-agent cooperation. This problem consists of a set of agents, each of which needs to decide the value assignment of its variables so that the sum of the resulting rewards is maximized. An MO-DCOP is a DCOP which involves multiple criteria. Most researches have focused on developing algorithms for solving static problems. However, many real world problems are dynamic. In this paper, we focus on a change of criteria/objectives and model a Dynamic MO-DCOP (DMO-DCOP) which is defined by a sequence of static MO-DCOPs. Furthermore, we develop a novel algorithm for DMO-DCOPs. The characteristics of this algorithm are as follows: (i) it is a reused algorithm which finds Pareto optimal solutions for all MO-DCOPs in a sequence using the information of previous solutions, (ii) it utilizes the Aggregate Objective Function (AOF) technique which is the widely used classical method to find Pareto optimal solutions, and (iii) the complexity of this algorithm is determined by the induced width of problem instances.
In industry optimization of processes, production planing, or resource usage is important to reduce costs and increase profit. Mathematical models for optimization can contribute to achieve this, but they also pose so...
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In industry optimization of processes, production planing, or resource usage is important to reduce costs and increase profit. Mathematical models for optimization can contribute to achieve this, but they also pose some challenges. Not only expertise in mathematics is needed to apply these optimization models, but furthermore expertise in programming is needed for implementation and integration into the software landscape of the company. Additionally most optimizationalgorithms are computationally very expensive and finding a solution takes a long time. Parallelization reduces the time and can lead to better results, but makes implementation even more challenging. How the high-level pattern-based approach of ParaPhrase [5] and its provided tools reduces this challenges will be described in this paper using a real-world example from industry.
A hybrid evolutionary algorithm based on (μ, λ) evolutionary algorithms and particle swarm optimization is proposed for the numerical optimization problems. In order to find out the performance of the hybrid, the co...
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A hybrid evolutionary algorithm based on (μ, λ) evolutionary algorithms and particle swarm optimization is proposed for the numerical optimization problems. In order to find out the performance of the hybrid, the computer experiment is tested on dinosaur's gait generation problem. Experimental results show that hybrid optimization finds maximum fitness and is faster in the first phase.
A cyber security problem is an important application domain for systems resilience. The increase of malware, computer viruses, and intensive cyber attacks are serious problems for our information society. In this pape...
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We give a principled method to design online algorithms (for potentially non-linear problems) using a mathematical programming formulation of the problem, and also to analyze the competitiveness of the resulting algor...
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In a stochastic optimization problem, the objective function is given in the form of the expectation with respect to some random variables. In many applications, this expectation cannot be computed accurately (e.g., b...
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ISBN:
(纸本)9781467355773
In a stochastic optimization problem, the objective function is given in the form of the expectation with respect to some random variables. In many applications, this expectation cannot be computed accurately (e.g., because the statistics of the random variables are unknown). The common approach followed in the literature to deal with this issue is using stochastic gradient schemes, which however suffer from slow convergence. In this paper, we propose for the first time a class of provably convergent Jacobi best-response algorithms for general nonconvex stochastic sum-utility optimization problems, which arise naturally in the design of wireless multi-user interfering systems. The proposed novel decomposition enables all users to update their optimization variables in parallel by solving a sequence of strongly convex subproblems, one for each user. Finally, we customize our algorithms to solve the stochastic sum rate maximization problem over MIMO interference channels and multiple access channels. Numerical results show that our algorithms are much faster than state-of-the-art stochastic gradient schemes.
In the traditional procedures, data classification with a high degree of accuracy by neural networks requires heuristic structural optimization by using expert knowledge. However, the optimization procedure takes an i...
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In the traditional procedures, data classification with a high degree of accuracy by neural networks requires heuristic structural optimization by using expert knowledge. However, the optimization procedure takes an immense amount of time and effort. Additionally, high-dimensional data is difficult to classify for many analysts, thus, it would appears that accuracy of data classification grows higher by proper selection and dimensional compression of input data. This study suggests new procedure for data classification by using neural networks. For dimensional compression of input data, the suggested procedure uses sandglass type neural networks, and tabu search algorithms are applied for input data selection and structural optimization of union between a sandglass type and a feedforward neural networks.
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