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Advancing Early Cardiovascular Disease Prediction Model using Improved Beluga Whale Optimization with Ensemble Learning via ECG Signal Analytics

Cardiovascular Disease (CVD) mainly affects the blood vessels and heart such as coronary artery disease, stroke, and heart failure. Early recognition is vital for on-time intervention and enhanced patient results. CVD is a major issue in society nowadays. When compared to the non-invasive model, the electrocardiogram (ECG) is the most effective approach for identifying cardiac defects. However, ECG analysis needs an experienced person with high knowledge and basically, it is a time-consuming task. Emerging a new technique to identify the disease at an early stage increases the quality and efficacy of medicinal care. A state-of-the-art technologies like machine learning (ML) and artificial intelligence (AI) have been gradually being used to increase the efficacy and accuracy of CVD recognition, permitting for faster and more exact analysis, and finally contributing to superior management and prevention tactics for CV health. This research paper designs an Early Cardiovascular Disease Prediction using an Improved Beluga Whale Optimizer with Ensemble Learning (ECVDP-IBWOEL) approach via ECG Signal Analytics. The main intention of the ECVDP-IBWOEL system is to forecast the presence of CVD at the early stage using EEG signals. In the ECVDP-IBWOEL method, the primary phase of data preprocessing is initially implemented to convert the input data into a well-suited layout. Also, the ECVDP-IBWOEL technique follows an ensemble learning (EL) process for CVD detection comprising three models namely long short-term memory (LSTM), deep belief networks (DBNs), and stacked autoencoder (SAE). Finally, the IBWO algorithm-based hyperparameter tuning process takes place which can boost the classifier results of the ensemble models. To certify the enhanced results of the ECVDP-IBWOEL system, an extensive experimental study is made. The experimentation outcomes stated that the ECVDP-IBWOEL system underlines promising performance in the CVD prediction process

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Hassan A. Alterazi mail
link https://doi.org/10.54216/FPA.170213

Volume & Issue

Vol. Volume 17 / Iss. Issue 2

Details open_in_new

An AI-Based System for Predicting Renewable Energy Power Output Using Advanced Optimization Algorithms

Accurate forecasting of renewable energy source (RES) generation is increasingly important for effective grid operation and energy management as RES are integrated into electrical grids. Machine learning (ML) and deep learning (DL) algorithms can learn complex relationships from data and provide forecasts, addressing limitations of traditional approaches. This review examines the state of the art and future directions in ML- and DL-based renewable energy forecasting. It surveys the approaches and models used to predict renewable generation and highlights challenges including output uncertainty and variability, data accessibility, and model interpretability. Developing accurate and dependable forecasting models is essential to support the transition to sustainable energy and the integration of RES into electrical grids.

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Mona Ahmed Yassen mail -
Mohamed Gamal Abdel-Fattah mail -
Islam Ismail mail -
EL-Sayed M. El Kenawy mail -
Hossam El-Din Moustafa mail
link https://doi.org/10.54216/JAIM.080101

Volume & Issue

Vol. Volume 8 / Iss. Issue 1

Details open_in_new

A Comprehensive Review on Optimizing Machine Learning Models for Early Detection and Forecasting of Monkeypox Outbreaks

This is a significant problem in diagnosing zoonotic opportunistic ‘emerging’ diseases like Monkeypox, which require not only better diagnostics but also efficient, effective, and affordable diagnostics. This paper considers the possibilities of machine learning (ML), deep learning (DL), and optimization algorithms for diagnosing and predicting Monkeypox. The presently employed strategies can be enhanced because clinical and imaging data can be harnessed to drive these technologies for early detection and subsequent containment activities. Generally, in a review, the authors offer information on how the diagnostic processes using ML and DL result in enhanced accuracy, specificity, and sensitivity of models, thus reducing design reliabilities. Furthermore, outbreak data is subjected to predictive modeling analysis to establish patterns useful in helping risk managers and policymakers prepare to manage future outbreaks. This system poses a new diagnostic model for Monkeypox and other zoonotic diseases by incorporating these complex computational tools into the present healthcare systems. This advancement not only strengthens the diagnostic arsenal of zoonotic diseases but also expands the possibilities for the interception and prevention of such diseases in the future at the world level.

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Ahmed El-Sayed Saqr mail -
Ahmed M. Elshewey mail -
Sekar Kidambi Raju mail -
Marwa M. Eid mail
link https://doi.org/10.54216/JAIM.080102

Volume & Issue

Vol. Volume 8 / Iss. Issue 1

Details open_in_new

Football Optimization Algorithm (FbOA): A Novel Metaheuristic Inspired by Team Strategy Dynamics

The Football Optimization Algorithm (FbOA) is introduced as a novel population-based metaheuristic optimization technique inspired by the dynamic strategies of a football team. Designed to address complex optimization problems characterized by high dimensionality, nonlinearity, and multiple local optima, FbOA draws on the strategic balance between exploration and exploitation observed in football gameplay. The algorithm mimics players’ tactical positioning and movement, incorporating short passes, long passes, and positional adjustments to explore and exploit the solution space effectively. This study comprehensively evaluates the performance of FbOA using benchmark functions from the CEC 2005 test suite with 30-dimensional and 100-dimensional optimization problems. The results demonstrate that FbOA outperforms several state-of-the-art metaheuristic algorithms regarding convergence speed, accuracy, and robustness. The findings suggest that FbOA offers a promising alternative for solving various optimization challenges across multiple fields.

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El-Sayed M. El-Kenawy mail -
Faris H. Rizk mail -
Ahmed Mohamed Zaki mail -
Mahmoud Elshabrawy Mohamed mail -
Abdelhameed Ibrahim mail -
Abdelaziz A. Abdelhamid mail -
Nima Khodadadi mail -
Ehab M. Almetwally mail -
Marwa M. Eid mail
link https://doi.org/10.54216/JAIM.080103

Volume & Issue

Vol. Volume 8 / Iss. Issue 1

Details open_in_new

Compare Noise Robust Least-Squares Method with Other Methods for Estimation of the Parameters of Frechet Distribution and Neutrosophic Generalization

The Frechet distribution is a versatile probability distribution that is used within a loose range in many important statistical fields, such as image processing, data analysis, and pattern recognition. It aims to explore and study the estimation of the parameters of the Frechet distribution using the noise-robust least squares method, as in the research paper, and it also has uses. There are many real-world scenarios. It is known that there is a growing challenge in estimating the parameter because of the noisy data. Depending on rigorous simulations and experimental analysis, we provide a novel powerful way to estimate the parameters for the Frechet Distribution Robust Least Squares approach to be flexible. Also, the results approach of this work will be very helpful in estimating the Frechet distribution parameters for diverse statistical applications. Also, we generalize our results to include the generalized neutrosophic case of this distribution dealing with neutrosophic numbers.

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MAHA Adil Abdulla mail -
Huda Hadib Abbas mail
link https://doi.org/10.54216/IJNS.250301

Volume & Issue

Vol. Volume 25 / Iss. Issue 3

Details open_in_new

Computational Approaches to Solving Some Partial Differential Equations and Neutrosophic Partial Differential with Variable Coefficients Using the Laplace Residual Power Series Method

We employ the Laplace Residual Power Series Method to approximate analytical solutions for differential equations and neutrosophic differential equations with associated parameters, including non-homogeneous equations and fractional formulas in partial differential equations (PDEs). This approach showcases the method's simplicity, effectiveness, and robustness in deriving analytical series solutions for PDEs that involve associated parameters, especially in the context of fractional differential equations. Several practical uses of LRPSM with an emphasis on non-homogeneous and partial differential equations and neutrosophic equations with fractions (PDEs). These applications are significant in a variety of scientific and engineering domains that simulate complicated dynamic system such as anomalous diffusion in physics, viscoelastic material modeling in engineering and signal processing.

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Mohammed Qassim mail -
Ahmed Hadi Hussain mail -
Mohammed Abed Daim Zoba mail -
Abdullah hamad salman mail -
Mohammed A. lafta mail
link https://doi.org/10.54216/IJNS.250302

Volume & Issue

Vol. Volume 25 / Iss. Issue 3

Details open_in_new

On The Numerical Solutions of the Neutrosophic One-Dimensional Sine-Gordon System

This paper uses finite difference methods to study the numerical solution for neutrosophic Sine-Gordon system in one dimension. We use the explicit method and Crank-Nicholson method. Also, an effective comparison between the results of the two methods has been made, where we obtain the result that Crank-Nicholson method is more accurate than the explicit method, but the explicit method is easier. We also study the stability analysis for each method by using Fourier (Von-Neumann) method and get that Crank-Nicholson method is unconditionally stable while the Explicit method is stable under the condition 𝑟2≤1𝑐2 and 𝑟2≤1.

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Raed Hatamleh mail
link https://doi.org/10.54216/IJNS.250303

Volume & Issue

Vol. Volume 25 / Iss. Issue 3

Details open_in_new

Time Fuzzy Soft Sets and its application in design-making

In this study, we define time-fuzzy soft set (T-FSS) as an extension of fuzzy soft set. We will also define and investigate the features of its main operations (complement, union intersection, ”AND” and ”OR”). Finally, we’ll apply this approach to decision-making difficulties.

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Ayman.A Hazaymeh mail
link https://doi.org/10.54216/IJNS.250304

Volume & Issue

Vol. Volume 25 / Iss. Issue 3

Details open_in_new

Neutrosophic Lognormal Distribution with Applications in Complex Data Modeling

This study develops a new version of the lognormal distribution, the neutrosophic lognormal distribution (NLND), to address uncertainties commonly exist in reliability studies within the engineering field. The NLND is suitable for analyzing complex data with symmetrical or right-skewed patterns. The paper discusses the mathematical characteristics of the NLND, including concepts of reliability like mean time failure, hazard rate, cumulative failure rate, and reliability function. The model is based on real-life examples from life-test data and uses the maximum likelihood method to determine two key parameters. A simulation experiment was conducted to evaluate the accuracy of the estimated parameters, showing that maximum likelihood estimators can effectively estimate unknown parameters, especially with a large sample size. Finally, a real-world data is used to demonstrate the adequacy of the proposed model in a practical scenario.

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Mansour F. Yassen mail
link https://doi.org/10.54216/IJNS.250305

Volume & Issue

Vol. Volume 25 / Iss. Issue 3

Details open_in_new

Fixed Point Theorems with its Applications in Fuzzy Complete Convex Fuzzy Metric Spaces

In this paper, the basic properties of the convex fuzzy metric space will be presented. In particular, the proof of the fixed-point theorem for the fuzzy contraction single valued functions will be discussed. Furthermore, the solution system of linear equations, Volterra equations and Fredholm integral equations will be obtained as a direct application of the fixed-point theorem.

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Jaafer Hmood Eidi mail -
Ehsan M. Hameed mail -
Jehad R. Kider mail
link https://doi.org/10.54216/IJNS.250306

Volume & Issue

Vol. Volume 25 / Iss. Issue 3

Details open_in_new