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Minimizing using BBO and DFO methods
Published 2022“…In [1], Nour and Zeidan proposed a numerical algorithm to solve optimal control problems involving sweeping processes. …”
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A Six Sigma Define Phase Methodology for Service-Level Compliance Processes
Published 2007Get full text
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Genetic and heuristic algorithms for regrouping service sites. (c2000)
Published 2000Get full text
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A Decision Support Model for Pre-qualifying Construction Contractors using 2S-ECI
Published 2023Get full text
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Numerical Modeling of Time-Fractional Phase-Change Problems
Published 2025Get full text
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Impact of an integrated seismic data processing approach
Published 1992“…Results from an integrated seismic data processing approach are presented. The following five industry known techniques are used: The first is pre-stack processing and imaging that resulted in properly placed structures and clearly defined fault planes. …”
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The impact of teacher's involvement on decision making for school improvement: a study among teachers' and school leaders in selected private schools in Dubai
Published 2021“…This research uses qualitative and quantitative methods to deduce the final conclusions by descriptively analyzing the data received from the mixed-method approach, which gives a complete view of the issues directly related to teacher involvement. …”
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Total Damages Quantification Method for Float Allocation
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Degradation of hydroxychloroquine by electrochemical advanced oxidation processes
Published 2020“…PEO has the potential to be an excellent alternative method for the treatment of wastewaters contaminated with HCQ drug and its derivatives.…”
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Numerical Modeling of Brittle Fracture Using the Phase-Field Method
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Nonlinear analysis of shell structures using image processing and machine learning
Published 2023“…<p dir="ltr">In this paper, we propose a novel approach to solve nonlinear stress analysis problems in shell structures using an image processing technique. …”
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Numerical Solution for a Controlled Nonconvex Sweeping Process
Published 2021“…A numerical method and the theory leading to its success are developed in this letter to solve nonstandard optimal control problems involving sweeping processes, in which the sweeping set C is non-convex and coincides with the zero-sublevel set of a smooth function having a Lipschitz gradient, and the fixed initial state is allowed to be any point of C. …”
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