Data mining of medical imaging approaches makes it difficult to determine their value in the disease's insight, analysis, and diagnosis. Image classification presents a significant difficulty in image analysis and...
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Data mining of medical imaging approaches makes it difficult to determine their value in the disease's insight, analysis, and diagnosis. Image classification presents a significant difficulty in image analysis and plays a vital part in computer-aided diagnosis. This task concerned the use of optimization techniques for the utilization of image processing, pattern recognition, and classification techniques, as well as the validation of image classification results in medical expert reports. The primary intention of this study is to analyze the performance of optimization techniques explored in the area of medical image analysis. For this motive, the optimization techniques employed in existing literature from 2012 to 2021 are reviewed in this study. The contribution of optimization-based medical image classification and segmentation utilized image modalities, data sets, and tradeoffs for each technique are also discussed in this review study. Finally, this review study provides the gap analysis of optimization techniques used in medical image analysis with the possible future research direction.
Integration-based non-intrusive polynomial chaos (NIPC) is a widely used method for solving low-dimensional uncertainty quantification (UQ) problems that often forms the quadrature points in a tensor structure. A rece...
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ISBN:
(数字)9781624107047
ISBN:
(纸本)9781624107047
Integration-based non-intrusive polynomial chaos (NIPC) is a widely used method for solving low-dimensional uncertainty quantification (UQ) problems that often forms the quadrature points in a tensor structure. A recently developed graph transformation method, Accelerated Model evaluations on Tensor grids using Computational graph transformations (AMTC) can significantly accelerate model evaluations on tensor-structured inputs when the computational graph is sparse. Integration-based NIPC with AMTC has proven effective for low-dimensional UQ problems, but it is limited by the curse of dimensionality in high-dimensional cases. To address this, we propose a new framework, AS-NIPC-AMTC, that connects this approach with the active subspace (AS) method, a popular dimension reduction technique. In the process of developing this new method, we have also developed a general framework, AS-NIPC that connects the integration-based NIPC with the AS method to solve high-dimensional UQ problems. This framework includes rigorous approaches to generate the orthogonal polynomial basis functions of the lower dimensional active subspace inputs and efficient quadrature rules to estimate their coefficients. The AS-NIPC-AMTC method extends the AS-NIPC method and generates the quadrature rule following a desired tensor structure so that the model evaluations can be significantly accelerated when AMTC is available. We demonstrate the effectiveness of both AS-NIPC and AS-NIPC-AMTC methods on an 81-dimensional UQ problem computing the average ground-level sound pressure of an electric air taxi flying a prescribed trajectory. Both methods outperform existing UQ methods when the number of function evaluations is limited to hundreds or fewer. The AS-NIPC-AMTC method results in at least 80% less error with a fixed function evaluation cost, while AS-NIPC results in 30% less error. The proposed methods provide a novel and rigorous way to combine the traditional NIPC method with the recently develo
In this paper, the problem of secrecy rate optimization in Multiple-Input-Multiple-Output (MIMO) wiretap systems has been investigated under a scenario where even the passive eavesdropper has MIMO capability. To solve...
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In this paper, the problem of secrecy rate optimization in Multiple-Input-Multiple-Output (MIMO) wiretap systems has been investigated under a scenario where even the passive eavesdropper has MIMO capability. To solve the optimization problem, an advanced hybrid meta-heuristic algorithm named Hybrid PSOCSA is proposed, that incorporates the combination of two adaptive swarm intelligence meta-heuristics;Particle Swarm optimization (PSO) with global search proficiency and Chameleon Swarm algorithm (CSA) which includes the adaptive exploration-exploitation mechanism. The Proposed algorithm maintains a population of particles that exploit the best-known solution while also escaping from local optima which in turn helps to speed up the convergence for a global optimum solution. Simulation results show how the Hybrid PSOCSA consistently achieves superior performance compared to other standalone state-of-the-art algorithms for a variety of MIMO configurations - traditional (4 x 4 and 8 x 8) and Massive MIMO (16 x 16, 32 x 32, 64 x 64), as well as a realistic 5G setting with 128 x 128 antennas and a range of eavesdropper antenna arrays up to 64, providing maximized secrecy rates with reduced computational complexity and smaller standard deviations indicating faster convergence and robustness. Moreover, the developed system model is designed with several practical factors, such as;antenna correlation, Doppler effect, interference power from neighboring cells, and imperfect Channel State Information (CSI), which represent the security challenges in real-world secure communications. The numerical results exhibit the generality of the Hybrid PSOCSA to secure and enhance the diversity and robustness of next-generation wireless systems in terms of security and overhead efficiency.
Multi-modal optimization is a troublesome problem faced by optimization algorithms. The multiscale quantum harmonic oscillator algorithm (MQHOA) utilizes group statistics strategy to evaluate the state of the populati...
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Multi-modal optimization is a troublesome problem faced by optimization algorithms. The multiscale quantum harmonic oscillator algorithm (MQHOA) utilizes group statistics strategy to evaluate the state of the population and neglects the individual state. It will lead the particles to be trapped in local optima when addressing multi-modal optimization problems. This paper proposes a modified MQHOA by introducing strict metastability constraints strategy (MQHOA-SMC). The new strategy adopts a joint constraint mechanism to make the particle states mutual constraint with each other. The modified algorithm enhances the ability to find a better quality solution in local areas. To demonstrate the efficiency and effectiveness of the proposed algorithm, simulations are carried out with SPSO2011, ABC, and QPSO on classical benchmark functions and with the newly CEC2013 test suite, respectively. The computational results demonstrate that MQHOA-SMC is a competitive algorithm for multi-modal problems.
In recent years, Jaya optimization algorithm has been successfully applied in several optimization problems. This paper presents a novel feature selection (FS) approach based on Jaya optimization algorithm (FSJaya) al...
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In recent years, Jaya optimization algorithm has been successfully applied in several optimization problems. This paper presents a novel feature selection (FS) approach based on Jaya optimization algorithm (FSJaya) along with supervised machine learning techniques to select the optimal features. This approach uses a search technique to find the best suitable features by updating the worst features to reduce the dimensions of the feature space. This improves the performance of supervised machine learning techniques. The effectiveness of the proposed approach is evaluated for ten benchmark datasets and compared with several FS approaches such as FS using genetic algorithm (FSGA), FS using particle swarm optimization algorithm (FSPSO), and FS using differential evolutionary (FSDE). The experimental result has shown that the average classification accuracy of FSJaya on most of the datasets is superior over the existing methods such as FSGA, FSPSO, and FSDE. The proof of statistical significance of the proposed approach has been validated by using Friedman and Holm test. This proposed approach is found efficient in selecting an optimal subset of features as compared to other counterparts. (C) 2020 The Authors. Published by Elsevier B.V. on behalf of King Saud University.
Aiming at the problem of low accuracy of traditional rolling bearing fault diagnosis, a fault diagnosis model of parameter optimization Improved Adaptive Noise Complete Ensemble Empirical Mode Decomposition (ICEEMDAN)...
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In this research work, Friction Theory and Free Volume Theory are applied to live oil characterized based on SARA TEST for viscosity modeling and make a new model in combination with two equation of state (PR and PCSA...
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In this research work, Friction Theory and Free Volume Theory are applied to live oil characterized based on SARA TEST for viscosity modeling and make a new model in combination with two equation of state (PR and PCSAFT). Parameters for pseudo-components are obtained by tuning the viscosity at atmospheric pressure and temperatures of 10, 20, and 40 ?. A new fitting approach is suggested where the number of fitting parameters is 17 and 12 for FT and FVT model, respectively. These parameters are tuned using the Genetic algorithm and Particle Swarm optimization and make eight new models. The results show that PC-SAFT provides viscosity predictions for all models with less deviation from experimental viscosity. The FT and FVT models have less error for oils with API > 40 and API < 40, respectively. The PC-SAFT + PSO improves the accuracy in viscosity modeling for both FT and FVT models. PSO can play a significant role even more than PC-SAFT.
A dynamical power demand and stochastic nature of energy resources posses difficulties in controlling and managing output power. These challenges lead to instability and inconsistency of the entire operation which can...
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We call a network that can be rapidly formed and rearranged on the fly a 'mobile ad hoc network' (MANET). Because of its decentralized administration and lack of stable infrastructure, this sort of network des...
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