4.7 Article

Group-based synchronous-asynchronous Grey Wolf Optimizer

Journal

APPLIED MATHEMATICAL MODELLING
Volume 93, Issue -, Pages 226-243

Publisher

ELSEVIER SCIENCE INC
DOI: 10.1016/j.apm.2020.12.016

Keywords

Grey Wolf Optimizer (GWO); Metaheuristic algorithms; Bio-inspired algorithms

Ask authors/readers for more resources

This paper introduces a modified version of Grey Wolf Optimizer, which achieves a better balance, increased accuracy, and avoids convergence at local minima through synchronous-asynchronous processing and increasing diversity operations.
Grey Wolf Optimizer represents a relatively new metaheuristic scheme for solving continuous optimization problems. In spite of its interesting characteristics, it presents several flaws such as lack of accuracy, low diversity, premature convergence and imbalance between exploitation and exploration. In this paper, a modified version of the Grey Wolf Optimizer called Group-based Synchronous-Asynchronous Grey Wolf Optimizer is introduced. The proposed scheme incorporates a synchronous-asynchronous processing scheme, a set of different nonlinear functions and an operation to increase diversity. With such mechanisms, the proposed algorithm presents a better balance between exploration and exploitation, an increment in the accuracy and the ability to avoid the convergence in local minima. Such capacities allow its use in complex engineering problems that involve highly multimodal objective functions with a difficult localization of their global optimum. To evaluate the performance of the proposed approach, it has been tested on a representative number of functions of the well-known IEEE Congress on Evolutionary Computation 2017 benchmark set of functions and real-world engineering problems. The results of our method have been compared against those produced by other states of the art metaheuristic algorithms. The results prove the effectiveness and accuracy of the proposed technique. (c) 2020 Elsevier Inc. All rights reserved.

Authors

I am an author on this paper
Click your name to claim this paper and add it to your profile.

Reviews

Primary Rating

4.7
Not enough ratings

Secondary Ratings

Novelty
-
Significance
-
Scientific rigor
-
Rate this paper

Recommended

Article Computer Science, Artificial Intelligence

A new population initialization approach based on Metropolis-Hastings (MH) method

Erik Cuevas, Hector Escobar, Ram Sarkar, Heba F. Eid

Summary: This paper proposes a new population initialization method for metaheuristic algorithms, where the initial set of candidate solutions is obtained through the sampling of the objective function. The method aims to find initial solutions that are close to the prominent values of the objective function, and these initial points represent promising regions of the search space. The proposed approach shows faster convergence and improved quality of solutions compared to other similar approaches.

APPLIED INTELLIGENCE (2023)

Article Computer Science, Artificial Intelligence

An accurate flexible process planning using an adaptive genetic algorithm

Eduardo H. Haro, Omar Avalos, Octavio Camarena, Erik Cuevas

Summary: The increasing demand for products and services due to globalization has highlighted the importance of improving manufacturing processes. Flexible process planning (FPP) has been treated as an optimization problem in the context of distributed manufacturing. In this study, a genetic algorithm is employed for an accurate FPP process, achieving competitive results.

NEURAL COMPUTING & APPLICATIONS (2023)

Article Computer Science, Information Systems

Agent-Based Image Contrast Enhancement Algorithm

Alberto Luque-Chang, Erik Cuevas, Angel Chavarin, Marco Perez-Cisneros

Summary: This paper proposes a method for improving image contrast by treating pixels as autonomous agents and adjusting their intensity values based on differences in intensity among neighboring pixels. Experimental results demonstrate that the proposed approach effectively enhances image contrast with a lower computational execution time.

IEEE ACCESS (2023)

Article Computer Science, Artificial Intelligence

A survey of energy-efficient clustering routing protocols for wireless sensor networks based on metaheuristic approaches

Carolina Del-Valle-Soto, Alma Rodriguez, Cesar Rodolfo Ascencio-Pina

Summary: This paper reviews the most recent clustering routing protocols for Wireless Sensor Networks (WSNs) based on metaheuristic techniques, aiming to provide clear and meaningful information about state-of-the-art approaches. Due to a lack of comprehensive survey studies in this field, a more in-depth study is presented, focusing on different metaheuristic-based strategies for selecting optimal cluster heads. The primary objective is to review approaches that have developed novel cluster-based routing protocols primarily for reducing energy consumption in WSNs. The survey examines each protocol considering its methodology, properties, and provides a comparative analysis of the reviewed approaches based on network structure, characteristics, metaheuristic algorithm used, search strategy, metrics, and results reported.

ARTIFICIAL INTELLIGENCE REVIEW (2023)

Article Computer Science, Interdisciplinary Applications

A new method to solve rotated template matching using metaheuristic algorithms and the structural similarity index

Gemma Corona, Oscar Maciel-Castillo, Juan Morales-Castaneda, Adrian Gonzalez, Erik Cuevas

Summary: Template matching is a computer vision technique used to identify a predefined sub image (template) and its corresponding area in a large image. Existing methods fail to detect rotated templates. This paper presents a new approach for template matching using a metaheuristic algorithm and the structural similarity index, which solves the problem of detecting rotated templates.

MATHEMATICS AND COMPUTERS IN SIMULATION (2023)

Article Mathematics, Applied

A Mathematical Model for an Inventory Management and Order Quantity Allocation Problem with Nonlinear Quantity Discounts and Nonlinear Price-Dependent Demand

Avelina Alejo-Reyes, Abraham Mendoza, Erik Cuevas, Miguel Alcaraz-Rivera

Summary: This article focuses on solving the order quantity allocation problem for retailers, considering quality constraints, nonlinear quantity discounts, and price-dependent demand. By formulating it as a nonlinear maximization problem, the article proposes a new mathematical model that can solve the problem of quality constraint and demand simultaneously. The proposed model considers demand as output and includes price-dependent demand, showing better results than previous solutions regarding profit maximization.

AXIOMS (2023)

Article Mathematics, Applied

A Modified Simulated Annealing (MSA) Algorithm to Solve the Supplier Selection and Order Quantity Allocation Problem with Non-Linear Freight Rates

Paulina Gonzalez-Ayala, Avelina Alejo-Reyes, Erik Cuevas, Abraham Mendoza

Summary: Economic Order Quantity (EOQ) is an important optimization problem for inventory management. This paper proposes a modified multiple-agent adaptive Simulated Annealing (SA) algorithm, which can efficiently solve complex problems with non-linear, non-convex, and non-differentiable objective functions.

AXIOMS (2023)

Article Engineering, Multidisciplinary

Optimal evaluation of re-opening policies for COVID-19 through the use of metaheuristic schemes

Erik Cuevas, Alma Rodriguez, Marco Perez, Jesus Murillo-Olmos, Bernardo Morales-Castaneda, Avelina Alejo-Reyes, Ram Sarkar

Summary: A new contagious disease or unidentified COVID-19 variants could lead to a new global economic collapse. To mitigate the economic effects, companies and organizations must adopt reopening policies based on mathematical models that simulate infection chains. Agent-based schemes provide accurate simulation results by modeling person-to-person interactions, and the integration of optimization and simulation can automatically find the realistic scenario with the lowest risk of infection.

APPLIED MATHEMATICAL MODELLING (2023)

Article Computer Science, Information Systems

Contrast Enhancement in Images by Homomorphic Filtering and Cluster-Chaotic Optimization

Angel Chavarin, Erik Cuevas, Omar Avalos, Jorge Galvez, Marco Perez-Cisneros

Summary: Homomorphic filtering (HF) is a method that decomposes an image into illumination and reflectance components to improve contrast while preserving edges and sharp features. Finding the optimal filter parameters is challenging and often involves trial-and-error, but this paper proposes using cluster chaotic optimization (CCO) to efficiently search the parameter space. Experimental results show that the proposed method produces competitive results in terms of quality, stability, and accuracy compared to other methods on different datasets.

IEEE ACCESS (2023)

Article Computer Science, Information Systems

An Agent-Based Model for Public Security Strategies by Predicting Crime Patterns

Hector Escobar, Erik Cuevas, Miguel Islas Toski, Francisco Javier Ceron Ramirez, Marco Perez-Cisneros

Summary: Statistical methods have limitations when modeling complex crime patterns, but agent-based models offer a promising alternative by considering each agent's neighborhood and employing simple rules. This paper proposes a new agent-based model to simulate crime patterns in urban areas, involving offenders, citizens, and defenders. The simulation results provide valuable information for creating or improving public security strategies, such as escape trajectories and robbery frequencies. The model's effectiveness is validated through experiments in Guadalajara, Mexico, demonstrating its ability to accurately predict criminal behavior and inform security measures to reduce crime.

IEEE ACCESS (2023)

Article Computer Science, Information Systems

Image Segmentation by Agent-Based Pixel Homogenization

Ernesto Ayala, Erik Cuevas, Daniel Zaldivar, Marco Perez

Summary: Image segmentation is the process of dividing an image into different regions or objects that represent coherent and meaningful parts of the image. Traditional methods often struggle to handle regions with noise and intensity inconsistencies, resulting in poor quality performance. This paper proposes an agent-based model approach that iteratively modifies the intensity values of each pixel based on the states of neighboring pixels, aiming to achieve homogeneous grayscale levels and reduce the presence of noisy pixels and undesirable artifacts. Experimental results demonstrate that the proposed approach produces better-segmented images in terms of quality and robustness, especially when combined with the Otsu's method.

IEEE ACCESS (2023)

Article Computer Science, Information Systems

Multi-Circle Detection Guided by Multimodal Optimization Scheme

Jorge Galvez, Erik Cuevas, David Eliel Bocanegra Michel, Alma Rodriguez, Marco Antonio Perez-Cisneros

Summary: Automatic circle detection is a crucial element in designing complex industrial image tasks. There are two perspectives on multi-circle detection: deterministic and stochastic. Deterministic approaches combine geometric and histogram information, but cannot handle noise, shape variance, or occlusion. Stochastic methods, such as metaheuristic algorithms, have been proposed as alternatives but can only detect one circle per execution. This paper reformulates the multi-circle detection problem as a multimodal optimization problem and utilizes the Multimodal Flower Pollination Algorithm to detect all circular instances in the image, significantly improving detection.

IEEE ACCESS (2023)

Article Computer Science, Information Systems

A New Metaphor-Free Metaheuristic Approach Based on Complex Networks and Bezier Curves

Karla Avila, Erik Cuevas, Marco Perez, Ram Sarkar

Summary: This paper presents a metaphor-free metaheuristic algorithm based on complex networks and Bezier curves. The algorithm represents candidate solutions as nodes in a graph and continuously modifies the graph based on the evaluation of new candidate solutions, allowing for exploration and exploitation of the search space. The experimental results demonstrate the effectiveness of the algorithm compared to other well-known metaheuristic algorithms on various benchmark functions.

IEEE ACCESS (2023)

Article Engineering, Multidisciplinary

А particle model of interaction between weakly non-spherical bubbles

A. A. Aganin, A. I. Davletshin

Summary: A mathematical model of interaction of weakly non-spherical gas bubbles in liquid is proposed in this paper. The model equations are more accurate and compact compared to existing analogs. Five problems are considered for validation, and the results show good agreement with experimental data and numerical solutions. The model is also used to analyze the behavior of bubbles in different clusters, providing meaningful insights.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Analysis of flatness and critical crown of hot-rolled strip based on thermal-mechanical coupled residual stress analytical model

Hao Wu, Jie Sun, Wen Peng, Lei Jin, Dianhua Zhang

Summary: This study establishes an analytical model for the coupling of temperature, deformation, and residual stress to explore the mechanism of residual stress formation in hot-rolled strip and how to control it. The accuracy of the model is verified by comparing it with a finite element model, and a method to calculate the critical exit crown ratio to maintain strip flatness is proposed.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

The s-version finite element method for non-linear material problems

Shengwen Tu, Naoki Morita, Tsutomu Fukui, Kazuki Shibanuma

Summary: This study aimed to extend the finite element method to cope with elastic-plastic problems by introducing the s-version FEM. The s-version FEM, which overlays a set of local mesh with fine element size on the conventional FE mesh, simplifies domain discretisation and provides accurate numerical predictions. Previous applications of the s-version FEM were limited to elastic problems, lacking instructions for stress update in plasticity. This study presents detailed instructions and formulations for addressing plasticity problems with the s-version FEM and analyzes a stress concentration problem with linear/nonlinear material properties.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Vibration analysis of radial tire using the 3D rotating hyperelastic composite REF based on ANCF

Bo Fan, Zhongmin Wang

Summary: A 3D rotating hyperelastic composite REF model was proposed to analyze the influence of tread structure and rotating angular speed on the vibration characteristics of radial tire. Nonlinear dynamic differential equations and modal equations were established to study the effects of internal pressure, tread pressure sharing ratio, belt structure, and rotating angular speed on the vibration characteristics.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

On an annular crack near an arbitrarily graded interface in FGMs

X. W. Chen, Z. Q. Yue, Wendal Victor Yue

Summary: This paper examines the axisymmetric problem of a flat mixed-mode annular crack near and parallel to an arbitrarily graded interface in functionally graded materials (FGMs). The crack is modeled as plane circular dislocation loop and an efficient solution for dislocation in FGMs is used to calculate the stress field at the crack plane. The analytical solutions of the stress intensity factors are obtained and numerical study is conducted to investigate the fracture mechanics of annular crack in FGMs.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Dynamic modeling and experimental verification of an L-shaped pipeline in aero-engine subjected to base harmonic and random excitations

Xumin Guo, Jianfei Gu, Hui Li, Kaihua Sun, Xin Wang, Bingjie Zhang, Rangwei Zhang, Dongwu Gao, Junzhe Lin, Bo Wang, Zhong Luo, Wei Sun, Hui Ma

Summary: In this study, a novel approach combining the transfer matrix method and lumped parameter method is proposed to analyze the vibration response of aero-engine pipelines under base harmonic and random excitations. The characteristics of the pipelines are investigated through simulation and experiments, validating the effectiveness of the proposed method.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Analysis of layered soil under general time-varying loadings by fractional-order viscoelastic model

Xiangyu Sha, Aizhong Lu, Ning Zhang

Summary: This paper investigates the stress and displacement of a layered soil with a fractional-order viscoelastic model under time-varying loads. The correctness of the solutions is validated using numerical methods and comparison with existing literature. The research findings are of significant importance for exploring soil behavior and its engineering applications under time-varying loads.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Nonlinear torsional buckling of corrugated core sandwich toroidal shell segments with graphene-reinforced coatings in temperature change using the Ritz energy method

Thuy Dong Dang, Thi Kieu My Do, Minh Duc Vu, Ngoc Ly Le, Tho Hung Vu, Hoai Nam Vu

Summary: This paper investigates the nonlinear torsional buckling of corrugated core sandwich toroidal shell segments with functionally graded graphene-reinforced composite (FG-GRC) laminated coatings in temperature change using the Ritz energy method. The results show the significant beneficial effects of FG-GRC laminated coatings and corrugated core on the nonlinear buckling responses of structures.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Mindlin cracked plates modelling and implementation in train-track coupled dynamics

Zhihao Zhai, Chengbiao Cai, Qinglai Zhang, Shengyang Zhu

Summary: This paper investigates the effect of localized cracks induced by environmental factors on the dynamic performance and service life of ballastless track in high-speed railways. A mathematical approach for forced vibrations of Mindlin plates with a side crack is derived and implemented into a train-track coupled dynamic system. The accuracy of this approach is verified by comparing with simulation and experimental results, and the dynamic behavior of the side crack under different conditions is analyzed.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Maxwell homogenisation methodology for evaluation of effective elastic constants of weakly-nonlinear particulate composites

James Vidler, Andrei Kotousov, Ching-Tai Ng

Summary: The far-field methodology, developed by J.C. Maxwell, is utilized to estimate the effective third order elastic constants of composite media containing random distribution of spherical particles. The results agree with previous studies and can be applied to homogenization problems in other fields.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Three novel computational modeling frameworks of 3D-printed graphene platelets reinforced functionally graded triply periodic minimal surface (GPLR-FG-TPMS) plates

Kim Q. Tran, Tien-Dat Hoang, Jaehong Lee, H. Nguyen-Xuan

Summary: This study presents novel frameworks for graphene platelets reinforced functionally graded triply periodic minimal surface (GPLR-FG-TPMS) plates and investigates their performance through static and free vibration analyses. The results show that the mass density framework has potential for comparing different porous cores and provides a low weight and high stiffness-to-weight ratio. Primitive plates exhibit superior performance among thick plates.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Advanced finite element analyses to compute the J-integral for delaminated composite plates

Bence Hauck, Andras Szekrenyes

Summary: This study explores several methods for computing the J-integral in laminated composite plate structures with delamination. It introduces two special types of plate finite elements and a numerical algorithm. The study presents compact formulations for calculating the J-integral and applies matrix multiplication to take advantage of plate transition elements. The models and algorithms are applied to case studies and compared with analytical and previously used finite element solutions.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

An effective model for bolted flange joints and its application in vibrations of bolted flange joint multiple-plate structures: Theory with experiment verification

Wu Ce Xing, Jiaxing Wang, Yan Qing Wang

Summary: This paper proposes an effective mathematical model for bolted flange joints to study their vibration characteristics. By modeling the flange and bolted joints, governing equations are derived. Experimental studies confirm that the model can accurately predict the vibration characteristics of multiple-plate structures.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Dynamic modeling and nonlinear analysis for lateral-torsional coupling vibration in an unbalanced rotor system

Pingchao Yu, Li Hou, Ke Jiang, Zihan Jiang, Xuanjun Tao

Summary: This paper investigates the imbalance problem in rotating machinery and finds that mass imbalance can induce lateral-torsional coupling vibration. By developing a model and conducting detailed analysis, it is discovered that mass imbalance leads to nonlinear time-varying characteristics and there is no steady-state torsional vibration in small unbalanced rotors. Under largely unbalanced conditions, both resonant and unstable behavior can be observed, and increasing lateral damping can suppress instability and reduce lateral amplitude in the resonance region.

APPLIED MATHEMATICAL MODELLING (2024)

Article Engineering, Multidisciplinary

Static bending and forced vibration analyses of a piezoelectric semiconductor cylindrical shell within first-order shear deformation theory

Yong Cao, Ziwen Guo, Yilin Qu

Summary: This paper investigates the mechanically induced electric potential and charge redistribution in a piezoelectric semiconductor cylindrical shell. The results show that doping levels can affect the electric potentials and mechanical displacements, and alter the peak position of the zeroth-order electric potential. The doping level also has an inhibiting effect on the first natural frequency. These findings are crucial for optimizing the design and performance of cylindrical shell-shaped sensors and energy harvesters.

APPLIED MATHEMATICAL MODELLING (2024)