Advanced Studies in Nonlinear Dynamical Systems -
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Présentation Advanced Studies In Nonlinear Dynamical Systems Format Relié
- Livre Littérature Générale
Résumé : Parametrized and Trigonometric generated quantitative convergence of smooth Picard singular integral operators, .- Nonlinear incidence induced bifurcation in a COVID-19 dynamical model with vaccination in terms of recovery, .- Quantum Sensing via Superconducting Qubit Control, .- Stagnation and cycles in Marx's Circuit of Capital,.- Integrating Sparse Principal Component Analysis in High-Dimensional Partially Linear Models: A Local Polynomial Approach, .- Estimates for modified-Kantorovich Bernstein type rational Operators based on weighted convergence, .- Numerical Solution of Nonlinear Differential System for Non-Newtonian Fluid Model by Using Prediction Application of Artificial Intelligence, .- Polynomial coding theory to detect and correct errors in any codewords, .- Modeling and numerical simulation of a class of Reaction-diffusion system resulting chemicals Kinetic,.- Two-parametric families of orbits produced by three-dimensional separable potentials inside a material concentration.
Sommaire:
Mustafa BAYRAM received his PhD in Applied Mathematics and Computer Science from the University of Bath, UK. He became an associate professor in applied mathematics in 2000 and a full professor in the same field in 2005. Throughout his career, he has worked at various universities and is currently serving as a professor in the Department of Computer Engineering at Biruni University. His research interests include computer algebra, the application of computer algebra techniques to various fields, applied mathematics, solutions of differential equations, enzyme kinetics, and mathematical biology. He has supervised many master's and doctoral students and has published numerous articles and books related to his research areas. Additionally, he serves as editor-in-chief or editor for many scientific journals.
Ayd?n Se?er is a Professor in the Department of Mathematical Engineering at Yildiz Technical University, Istanbul, Turkey. He holds a Ph.D. in Computer Science with a strong foundation in applied mathematics. His research interests span differential equations, optical solitons, computational mathematics, and artificial intelligence. Dr. Se?er's academic contributions include the development of advanced numerical methods and algorithms for solving nonlinear models, particularly in the context of Schr?dinger equations and soliton behaviors.
In addition to his research, he has extensive experience in teaching, mentoring graduate students, and leading interdisciplinary projects. He has also developed several software solutions in areas such as database systems, web-based applications, and scientific programming. Dr. Se?er is actively involved in international collaborations and regularly contributes to the advancement of mathematics and computer science through publications and conferences.
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