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Comparison Convergent Numerical Result for Fractal Caputo and Fractal Caputo Fabrizo [PDF]
Wasit Journal for Pure Sciences, 2022 The new numerical technicality operational matrix based on shifted Legendre polynomials to solve the linear and nonlinear meaning of the fractal fractional of Caputo and Caputo-Fabrizio. By using this method, we get perfect and precise results. Studying
Shaima K. ALaiwi, Basim Abood
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Journal of Nigerian Society of Physical Sciences, 2023 Visceral leishmaniosis is one recent example of a global illness that demands our best efforts at understanding. Thus, mathematical modeling may be utilized to learn more about and make better epidemic forecasts.
Dalal Khalid Almutairi +5 more
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The address of reality as the voice of God in theological interpretation
HTS Teologiese Studies/Theological Studies, 2023 The relationship between theology and the sciences can be studied from a hermeneutical point of view. Essential to religion are experiences in which reality calls or addresses us.
Rick Benjamins
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Confessional Discourses, Radicalizing Traditions: On John Caputo and the Theological Turn
Open Theology, 2022 This article explores the theological turn through the work of John Caputo, who famously transitioned from a philosopher of religion to a “weak theologian,” and later as a “radical theologian.” In so doing it argues that Caputo’s work as a radical ...
Sands Justin
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An analytical solution for the Caputo type generalized fractional evolution equation
Alexandria Engineering Journal, 2022 The Caputo type generalized fractional evolution equation is studied in this paper. Since the Caputo type generalized fractional derivative is well-known for being the generalization of Caputo fractional derivatives, this article’s studies contribute to ...
Wannika Sawangtong, Panumart Sawangtong
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An Approach for Numerical Solutions of Caputo–Hadamard Uncertain Fractional Differential Equations
Fractal and Fractional, 2022 This paper is devoted to investigating a numerical scheme for solving the Caputo–Hadamard uncertain fractional differential equations (UFDEs) arising from nonlinear uncertain dynamic systems.
Yiyu Liu, Hanjie Liu, Yuanguo Zhu
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Role of fractal-fractional operators in modeling of rubella epidemic with optimized orders
Open Physics, 2020 Fractal-fractional (FF) differential and integral operators having the capability to subsume features of retaining memory and self-similarities are used in the present research analysis to design a mathematical model for the rubella epidemic while taking
Al Qurashi Maysaa Mohamed
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Partial Differential Equations in Applied Mathematics, 2022 In this work, rich complex dynamics are observed in new fractional-order hyperchaotic systems when employing a modified Caputo-operator based on the extended Gamma function. Thus, the new parameter of the extended Gamma function provides higher degree of
A.E. Matouk, Bachioua Lahcene
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Mathematics, 2022 The generalized proportional Caputo fractional derivative is a comparatively new type of derivative that is a generalization of the classical Caputo fractional derivative, and it gives more opportunities to adequately model complex phenomena in physics ...
Ravi Agarwal +2 more
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Complexity, 2021 The Caputo conformable derivative is a new Caputo-type fractional differential operator generated by conformable derivatives. In this paper, using Banach fixed point theorem, we obtain the uniqueness of the solution of nonlinear and linear Cauchy problem
Zhongqi Peng +3 more
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