Tharwat, A., R. ZeinEldin, H. Khalifa, and A. Saleim, "Fuzzy {Risk} {Measure} for {Operational} {Risk}", JAMCS, vol. 28, no. 1, pp. 1–17, 2018. AbstractWebsite
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Khalifa, H. A. E., "Study of {Multi}-{Objective} {Nonlinear} {Programming} in {Optimization} of {The} {Rough} {Interval} {Constraints}", International Journal of Industrial Engineering, vol. 29, no. 4, 2018. Abstract
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of Studies, {I. S., C. U. } Research, and H. A. E. Khalifa, "Utilizing a new approach for solving fully fuzzy linear programming problems", Cro. Oper. Res. Rev., vol. 10, no. 2, pp. 337–344, dec, 2019. AbstractWebsite
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, , , Submitted. Abstract
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Zulqarnain, R. M., A. Iampan, I. Siddique, H. A. El, and W. Khalifa, Some fundamental {Operations} for multi-{Polar} {Interval}-{Valued} {Neutrosophic} {Soft} {Set} and a {Decision}-{Making} {Approach} to {Solve} {MCDM} {Problem}, , vol. 51, 2022. Abstract

The main purpose of this research is to propose an m-polar interval-valued neutrosophic soft set (mPIVNSSs) by merging the m-polar fuzzy set and interval-valued neutrosophic soft set. The mPIVNSSs is the most generalized form of interval-valued neutrosophic soft set. It can accommodate the truthiness, indeterminacy, and falsity in intervals form. We develop some fundamental operations for mPIVNSS such as AND Operator, OR Operator, Truth-favorite, and False-favorite Operators with their properties. The weighted aggregation operator for mPIVNSS is also established with its properties. Furthermore, the developed mPIVNSWA operator has demonstrated a novel decision-making methodology for mPIVNSS to solve the multi-criteria decision-making (MCDM) problem. Finally, the comparative analysis of the developed algorithm is given with the prevailing techniques.

Alharbi, M. G., A. Stohy, M. Elhenawy, M. Masoud, and H. A. E. - W. Khalifa, "Solving pickup and drop-off problem using hybrid pointer networks with deep reinforcement learning", PLOS ONE, vol. 17, no. 5, pp. e0267199, 2022. AbstractWebsite

In this study, we propose a general method for tackling the Pickup and Drop-off Problem (PDP) using Hybrid Pointer Networks (HPNs) and Deep Reinforcement Learning (DRL). Our aim is to reduce the overall tour length traveled by an agent while remaining within the truck’s capacity restrictions and adhering to the node-to-node relationship. In such instances, the agent does not allow any drop-off points to be serviced if the truck is empty; conversely, if the vehicle is full, the agent does not allow any products to be picked up from pickup points. In our approach, this challenge is solved using machine learning-based models. Using HPNs as our primary model allows us to gain insight and tackle more complicated node interactions, which simplified our objective to obtaining state-of-art outcomes. Our experimental results demonstrate the effectiveness of the proposed neural network, as we achieve the state-of-art results for this problem as compared with the existing models. We deal with two types of demand patterns in a single type commodity problem. In the first pattern, all demands are assumed to sum up to zero (i.e., we have an equal number of backup and drop-off items). In the second pattern, we have an unequal number of backup and drop-off items, which is close to practical application, such as bike sharing system rebalancing. Our data, models, and code are publicly available at Solving Pickup and Dropoff Problem Using Hybrid Pointer Networks with Deep Reinforcement Learning .