Picard-type iterations for solving Fredholm integral equations
The theoretical solution of Fredholm integral equations involves the calculus of the inverse of an operator. However, for practical purposes, the calculus of this inverse could be not possible or very complicated. For this reason, our aim in this talk is to use iterative methods for approaching such inverse and therefore the solution of the given ...
Gutiérrez, José M. +1 more
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This paper investigates linearization methods used in the development of an adaptive block hybrid method for solving first-order initial value problems.
Salma Ahmedai +3 more
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Functional equation modeling of adaptive operant-control systems via Matkowski fixed point theory. [PDF]
Monica S, Ramesh Kumar D.
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Novel iterative method for the approximation of fixed point of a class of generalized ([Formula: see text])-nonexpansive mapping with applications to seir epidemic model. [PDF]
Alharthi NH +4 more
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Recommendations for POCUS Curriculum in Canadian Undergraduate Medical Education: Consensus from the Inaugural Seguin Canadian POCUS Education Conference. [PDF]
Weill S, Picard DA, Kim DJ, Woo MY.
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A study of Mandelbrot and Julia Sets via Picard-Thakur iteration with s-convexity. [PDF]
Nawaz B, Gdawiec K, Ullah K, Aphane M.
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Ill-posed analysis of time-domain deconvolution identification of ice load on the shell structures of ice-going vessels. [PDF]
Kong S, Lei J.
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Modified iterative double step length model for solving nonlinear systems with application to motion control. [PDF]
Halilu AS +7 more
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Mitigating security flaws in Baptista's chaotic cryptosystem through superior and alternated logistic map approaches. [PDF]
Verma DK +4 more
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Disquisition on convergence, stability, and data dependence for a new fast iterative process. [PDF]
Murali A, Muthunagai K.
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