Results 21 to 30 of about 10,463 (309)
Operator Calculus Approach to Comparison of Elasticity Models for Modelling of Masonry Structures
The solution of any engineering problem starts with a modelling process aimed at formulating a mathematical model, which must describe the problem under consideration with sufficient precision. Because of heterogeneity of modern engineering applications,
Klaus Gürlebeck +2 more
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The Fractional Complex Step Method
It is well known that the complex step method is a tool that calculates derivatives by imposing a complex step in a strict sense. We extended the method by employing the fractional calculus differential operator in this paper. The fractional calculus can
Rabha W. Ibrahim, Hamid A. Jalab
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N-FRACTIONAL CALCULUS OPERATOR METHOD TO THE EULER EQUATION
We can obtain the explicit solutions of the Euler equation by using the fractional calculus methods. So, we apply the N operator method in the fractional calculus to solve this equation in this paper.
R. Yilmazer, O. Ozturk
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The step-wise construction of solitary solutions to Riccati equations with diffusive coupling
A novel scheme based on the generalized differential operator and computer algebra was used to construct solitary solutions to a system of Riccati differential equations with diffusive coupling.
Romas Marcinkevicius +4 more
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On Hardy–Knopp Type Inequalities with Kernels via Time Scale Calculus
In this paper, we study the inequalities of Hardy–Knopp type with kernel functions which have two nonnegative different weighted functions in two different spaces, in a general domain called a time scale calculus. A time scale calculus T is considered as
H. M. Rezk +3 more
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We present a semilocal convergence study of Newton-like methods on a generalized Banach space setting to approximate a locally unique zero of an operator.
George A. Anastassiou +1 more
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Restrictions for loop-check in sequent calculus for temporal logic with until operator
In this paper, we present sequent calculus for branching-time temporal logic with until operator. This sequent calculus uses efficient loop-checktechinque.
Adomas Birštunas
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Sturm-Liouville problem in multiplicative fractional calculus
Multiplicative calculus, or geometric calculus, is an alternative to classical calculus that relies on division and multiplication as opposed to addition and subtraction, which are the basic operations of classical calculus.
Tuba Gulsen +3 more
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Newton-Type Methods on Generalized Banach Spaces and Applications in Fractional Calculus
We present a semilocal convergence study of Newton-type methods on a generalized Banach space setting to approximate a locally unique zero of an operator. Earlier studies require that the operator involved is Fréchet differentiable.
George A. Anastassiou +1 more
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