Mohamed Abdelkader

Sep 27, 2024 | journals.plos.org | Richa Jain |Parminder Singh |Mohamed Abdelkader

Citation: Jain R, Singh P, Abdelkader M, Boulila W (2024) Efficient lung cancer detection using computational intelligence and ensemble learning. PLoS ONE 19(9): e0310882. https://doi.org/10.1371/journal.pone.0310882Editor: Mohammad Amin Fraiwan, Jordan University of Science and Technology Faculty of Computer and Information Technology, JORDANReceived: May 16, 2024; Accepted: September 7, 2024; Published: September 27, 2024Copyright: © 2024 Jain et al.

Sep 18, 2024 | mdpi.com | Mohamed Abdelkader

1. IntroductionIn this study, we consider a discrete random walk with three dimensions ( X n ( 1 ) , X n ( 2 ) , X n ( 3 ) ) , defined as follows: our walk starts from the origin at time (0, 0, 0). At each time step, the walk moves by one positive unit in the direction of the x-axis (1, 0, 0) with probability p 2 ; in the direction of the y-axis (0, 1, 0) with probability p 3 ; or in the direction of the z-axis (0, 0, 1) with probability p 4 .

Jul 31, 2024 | mdpi.com | Mohamed Abdelkader |Emad Ahmed |Emad A. Mohamed |Mokhtar Aly

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Nov 23, 2023 | mdpi.com | Mohamed Abdelkader

1. IntroductionRandom dynamical systems (RDSs) are very important and are used to model many phenomena in economics (the evolution of economic processes subject to exogenous shocks [1,2]), in climatology (the modelling of ocean systems and weather [3]), in physics (multi-body celestial mechanics [4]), in biology (gene expression can be modeled using random dynamical systems [5]), etc.

Nov 1, 2023 | mdpi.com | Mohamed Abdelkader

Share and CiteMDPI and ACS StyleAbdelkader, M. On the Height of One-Dimensional Random Walk. Mathematics 2023, 11, 4513. https://doi.org/10.3390/math11214513AMA StyleAbdelkader M. On the Height of One-Dimensional Random Walk. Mathematics. 2023; 11(21):4513. https://doi.org/10.3390/math11214513Chicago/Turabian StyleAbdelkader, Mohamed. 2023. "On the Height of One-Dimensional Random Walk" Mathematics 11, no. 21: 4513.