Results 11 to 20 of about 1,000,248 (275)
Nonlinear Elliptic–Parabolic Problems [PDF]
Archive for Rational Mechanics and Analysis, 2013 43 pages, 6 ...
Kim, Inwon C., Požár, Norbert
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Particularities of mathematical modeling of deformation processes for arched and panel designs of composites with large displacements and rotation angles [PDF]
INCAS Bulletin, 2020 In aerospace systems and automotive industry flexible elastic and thin-walled structures are widely used. The adequate mathematical models are in the process of development as well as numerical algorithms for examination of the features of processes of ...
Vladimir G. DMITRIEV +2 more
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Mathematics, 2022 Nonlinear systems of equations are widely used in science and engineering and, therefore, exploring efficient ways to solve them is paramount. In this paper, a new derivative-free approach for solving a nonlinear system of equations with convex ...
Ibrahim Mohammed Sulaiman +4 more
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A new analytical approximate solution of fractional coupled Korteweg-de Vries system [PDF]
Yugoslav Journal of Operations Research, 2023 The main objective of this work is to present a modification of the Mittag- Leffler function to deduce a relatively new analytical approximate method (for short MMLFM) able to solve time-fractional nonlinear partial differential equations (PDEs ...
Ali Hegagi Mohamed +2 more
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Nonlinearly Preconditioned FETI Solver for Substructured Formulations of Nonlinear Problems
Mathematics, 2021 We consider the finite element approximation of the solution to elliptic partial differential equations such as the ones encountered in (quasi)-static mechanics, in transient mechanics with implicit time integration, or in thermal diffusion. We propose a
Camille Negrello +2 more
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Parametric Family of Root-Finding Iterative Methods: Fractals of the Basins of Attraction
Fractal and Fractional, 2022 Research interest in iterative multipoint schemes to solve nonlinear problems has increased recently because of the drawbacks of point-to-point methods, which need high-order derivatives to increase the order of convergence.
José J. Padilla +3 more
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Stability Analysis of Simple Root Seeker for Nonlinear Equation
Axioms, 2023 In this paper, the stability of a class of Liu–Wang’s optimal eighth-order single-parameter iterative methods for solving simple roots of nonlinear equations was studied by applying them to arbitrary quadratic polynomials.
Xiaofeng Wang, Wenshuo Li
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Inertial-Based Derivative-Free Method for System of Monotone Nonlinear Equations and Application
IEEE Access, 2020 Iterative methods for solving nonlinear problems are of great importance due to their appearance in various areas of applications. In this paper, based on the inertial effect, we propose two projection derivative-free iterative methods for solving system
Aliyu Muhammed Awwal +4 more
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Computation, 2022 Adequate mathematical models and computational algorithms are developed in this study to investigate specific features of the deformation processes of elastic rotational shells at large displacements and arbitrary rotation angles of the normal line.
Vladimir G. Dmitriev +3 more
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Atmospheric Electricity, Geological Heterogeneity and Hydrogeological Processes
Proceedings, 2017 Elements of surface atmospheric electricity have never been used to solve problems of applied geophysics. A physical model representation of hydrogen, methane, radon, and elements of surface atmospheric electricity is constructed.
Vladimir Shuleikin
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