Iman Rahimi

Dr. Iman Rahimi

Universiti Putra Malaysia
orcid

Research Focus & Metrics

Academic Career Length

7Years (2020-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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4 February 2021 in Neural Computing and Applications
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Journal Article
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Iman RahimiIman Rahimi
Iman Rahimi
FCFang Chen
Fang Chen
Amir H GandomiAmir H Gandomi
Amir H Gandomi

9 December 2022 in Archives of Computational Methods in Engineering
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Journal Article
Open access
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Iman RahimiIman Rahimi
Iman Rahimi
Amir H GandomiAmir H Gandomi
Amir H Gandomi
Fang ChenFang Chen
Fang Chen
Efrén Mezura-MontesEfrén Mezura-Montes
Efrén Mezura-Montes
Most real-world problems involve some type of optimization problems that are often constrained. Numerous researchers have investigated several techniques to deal with constrained single-objective and multi-objective evolutionary optimization in many fields, including theory and application. This presented study provides a novel analysis of scholarly literature on constraint-handling techniques for single-objective and multi-objective population-based algorithms according to the most relevant journals and articles. As a contribution to this study, the paper reviews the main ideas of the most state-of-the-art constraint handling techniques in population-based optimization, and then the study addresses the bibliometric analysis, with a focus on multi-objective, in the field. The extracted papers include research articles, reviews, book/book chapters, and conference papers published between 2000 and 2021 for analysis. The results indicate that the constraint-handling techniques for multi-objective optimization have received much less attention compared with single-objective optimization. The most promising algorithms for such optimization were determined to be genetic algorithms, differential evolutionary algorithms, and particle swarm intelligence. Additionally, “Engineering,” “Computer Science,” and “ Mathematics” were identified as the top three research fields in which future research work is anticipated to increase.

4 January 2022 in Processes
Verified
Journal Article
Open access
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Iman RahimiIman Rahimi
Iman Rahimi
Amir H GandomiAmir H Gandomi
Amir H Gandomi
Kalyanmoy DebKalyanmoy Deb
Kalyanmoy Deb
Fang ChenFang Chen
Fang Chen
MNMohammad Reza Nikoo
Mohammad Reza Nikoo
NSGA-II is an evolutionary multi-objective optimization algorithm that has been applied to a wide variety of search and optimization problems since its publication in 2000. This study presents a review and bibliometric analysis of numerous NSGA-II adaptations in addressing scheduling problems. This paper is divided into two parts. The first part discusses the main ideas of scheduling and different evolutionary computation methods for scheduling and provides a review of different scheduling problems, such as production and personnel scheduling. Moreover, a brief comparison of different evolutionary multi-objective optimization algorithms is provided, followed by a summary of state-of-the-art works on the application of NSGA-II in scheduling. The next part presents a detailed bibliometric analysis focusing on NSGA-II for scheduling applications obtained from the Scopus and Web of Science (WoS) databases based on keyword and network analyses that were conducted to identify the most interesting subject fields. Additionally, several criteria are recognized which may advise scholars to find key gaps in the field and develop new approaches in future works. The final sections present a summary and aims for future studies, along with conclusions and a discussion.

11 May 2020 in Archives of Computational Methods in Engineering
Verified
Journal Article
Closed access
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Iman RahimiIman Rahimi
Iman Rahimi
Amir H GandomiAmir H Gandomi
Amir H Gandomi

3 March 2021 in Information
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Journal Article
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Iman RahimiIman Rahimi
Iman Rahimi
Amir H GandomiAmir H Gandomi
Amir H Gandomi
Panagiotis G. AsterisPanagiotis G. Asteris
Panagiotis G. Asteris
Fang ChenFang Chen
Fang Chen
The novel coronavirus disease, also known as COVID-19, is a disease outbreak that was first identified in Wuhan, a Central Chinese city. In this report, a short analysis focusing on Australia, Italy, and UK is conducted. The analysis includes confirmed and recovered cases and deaths, the growth rate in Australia compared with that in Italy and UK, and the trend of the disease in different Australian regions. Mathematical approaches based on susceptible, infected, and recovered (SIR) cases and susceptible, exposed, infected, quarantined, and recovered (SEIQR) cases models are proposed to predict epidemiology in the above-mentioned countries. Since the performance of the classic forms of SIR and SEIQR depends on parameter settings, some optimization algorithms, namely Broyden–Fletcher–Goldfarb–Shanno (BFGS), conjugate gradients (CG), limited memory bound constrained BFGS (L-BFGS-B), and Nelder–Mead, are proposed to optimize the parameters and the predictive capabilities of the SIR and SEIQR models. The results of the optimized SIR and SEIQR models were compared with those of two well-known machine learning algorithms, i.e., the Prophet algorithm and logistic function. The results demonstrate the different behaviors of these algorithms in different countries as well as the better performance of the improved SIR and SEIQR models. Moreover, the Prophet algorithm was found to provide better prediction performance than the logistic function, as well as better prediction performance for Italy and UK cases than for Australian cases. Therefore, it seems that the Prophet algorithm is suitable for data with an increasing trend in the context of a pandemic. Optimization of SIR and SEIQR model parameters yielded a significant improvement in the prediction accuracy of the models. Despite the availability of several algorithms for trend predictions in this pandemic, there is no single algorithm that would be optimal for all cases.

21 January 2021 in Archives of Computational Methods in Engineering
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JHJared G. Hobbie
Jared G. Hobbie
Amir H GandomiAmir H Gandomi
Amir H Gandomi
Iman RahimiIman Rahimi
Iman Rahimi