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Asymptotic methods for solving boundary value eigenvalue problems [PDF]
E3S Web of Conferences, 2020 The aim of the study is an approximate construction with a given accuracy of solutions of boundary value problems for eigenvalues under various types of boundary conditions.
Zhukova Galina
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Inertial Extragradient Methods for Solving Split Equilibrium Problems
Mathematics, 2021 This paper presents two inertial extragradient algorithms for finding a solution of split pseudomonotone equilibrium problems in the setting of real Hilbert spaces. The weak and strong convergence theorems of the introduced algorithms are presented under
Suthep Suantai +2 more
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ENSEMBLE METHODS FOR SOLVING PROBLEMS OF MEDICAL DIAGNOSIS
Известия Томского политехнического университета: Промышленная кибернетика, 2023 The authors proposed the consolidating method for analyzing series of observations based on a fitted model of a mixture of catalysts of the main components, which makes it possible to study any number of markers. Contrasting the longitudinal approach, it
Anastasia A. Grigoreva +2 more
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Two Novel SMOTE Methods for Solving Imbalanced Classification Problems
IEEE Access, 2023 The imbalanced classification problem has always been one of the important challenges in neural network and machine learning. As an effective method to deal with imbalanced classification problems, the synthetic minority oversampling technique (SMOTE ...
Yuan Bao, Sibo Yang
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Iterative methods for solving nonlinear dynamic problems of construction mechanics [PDF]
E3S Web of Conferences, 2021 The paper considers direct methods for integrating nonlinear equations of dynamics. Two approaches have been identified for approximating the equations during a small provisional segment.
Panasiuk Leonid, Matua Vakhtang
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Parallel multigrid method for solving inverse problems
MethodsX, 2022 We considered in this work the linear operator equation and used the Landweber iterative method as an iterative solver. After that, we used the multigrid method as an optimization method for obtaining an approximation solution with a highly accurate and fast process. A new parallel algorithm for the multigrid process has been developed.
H.K. Al-Mahdawi +5 more
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Some Iterative Methods for Solving Equilibrium Problems and Optimization Problems
Journal of Inequalities and Applications, 2010 We introduce a new iterative scheme for finding a common element of the set of solutions of the equilibrium problems, the set of solutions of variational inequality for a relaxed cocoercive mapping, and the set of fixed points of a nonexpansive mapping.
Fan Qinwei, He Huimin, Liu Sanyang
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Problem-Solving Methods for Understanding Process Executions [PDF]
Computing in Science & Engineering, 2008 Problem-solving methods are high-level, domain-independent, reusable knowledge templates that support the development of knowledge-intensive applications. The authors show how to use them to bolster subject-matter experts' understanding of process execution by implementing such methods into the Knowledge-Oriented Provenance Environment.
Gómez-Pérez, José Manuel +1 more
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Runge-Kutta Methods of Higher Order for Solving Stiff Problems [PDF]
Al-Rafidain Journal of Computer Sciences and Mathematics, 2008 Our purpose in this research is the development of higher order Runge-Kutta methods for solving stiff systems. We have developed methods of order five, six, and seven. We studied their stability Region and applications for solving stiff systems.
Mohammed Salih, Basheer Salih
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Selected Mathematical Optimization Methods for Solving Problems of Engineering Practice
Energies, 2022 Engineering optimization is the subject of interest for many scientific research teams on a global scale; it is a part of today’s mathematical modelling and control of processes and systems.
Alena Vagaská +2 more
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