linear fractional transformation systems
Generalized Differential Transformation Method for Solving System of Linear Volterra Integro-Differential Equations of Fractional Order
... with fractional systems ,so the propose technique provide a good results for linear system of fractional integro- differential ...solve fractional linear integro-differential ...
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On Solving Fuzzy Rough Linear Fractional Programming Problem
... to fractional linear programming in many real-world problems such as production and financial planning and institutional planning and return on investment, and ...objective Linear fractional ...
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Robustness Analysis of a Synthetic Translational Resource Allocation Controller
... control systems, which are typically highly non-linear, and contain multiple uncertainties that cannot be represented using the standard linear fractional transformation ...
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Stabilization of Arbitrary Switched Nonlinear Fractional Order Dynamical Systems: Application to Francis Hydro-Turbine Governing System
... dynamical systems under arbitrary ...a linear nominal part with an unknown nonlinearity of Lipschitz ...physical systems more precise and direct than the conventional linear, non-switched or ...
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Using Homo Separation of Variables for Solving Systems of Nonlinear Fractional Partial Differential Equations
... When compared with the existing published methods, it is easy to notice that the new method has many advantages. It is straightforward, easy to understand, and fast, requiring much less computations to perform a limited ...
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An optimal equilibrium for a reformulated Samuelson economic discrete time system
... the fractional nabla operator, see Atici and Eloe (2011), Dassios and Baleanu (2013, 2015), Dassios et ...The fractional nabla operator is a very inter- esting tool for this, since it succeeds to provide ...
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Isomorphism of Groups of Operators on Hilbert Space
... a linear space E in to a linear space E then T preserves the origin and ...E. Linear Operator :―Let E be a linear space (over the field ...a linear space E in to E itself is called a ...
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Synchronization between two non identical fractional order hyperchaotic systems
... of fractional order calculus do not allow direct implemetation of the fractional operators in time- domain ...approximate fractional operators by using standard integer- order ...approximate ...
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On solving multi objective fractional linear programming problems
... objective fractional Linear programming problems in crisp case and also comparing the results are same or ...number fractional programming problems are solved in which the cost coefficients of the ...
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Rhotrix Linear Transformation
... F in the fixed standard basis. Following this ideas, we study in this section, a rhotrix as a linear operator on the vector space F n . Since the dimension of a rhotrix is always odd, it follow that, in ...
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Transformation-Based Outsourcing of Linear Equation Systems over Real Numbers
... simple transformation f , such that f (A) ∈ A and the inverse of f (A) is still sufficient for the purposes of the ...the transformation f (A) might normalize the rows or the columns of ...
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Linear vibrations of continuum with fractional derivatives
... involving fractional calculus and its applications to mechanical problems appear widely in different studies ...in fractional calculus focus on modern examples in differential and integral equations, physics, ...
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Global reconstruction of nonlinear systems from families of linear systems
... of linear equations is n 2 +nq+pn+nm, where n, m, p, q are the dimensions, respectively, of the state, input, output and parameter ...standard linear theory, for any singular matrix there exists an ...
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Learning Dynamic Generator Model by Alternating Back-Propagation through Time
... In our work, the training data are image frames of video se- quences. If we are given the velocity fields over time, we can also learn the dynamic generator model from such data, such as turbulence. Even with raw image ...
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Transformation of Linear Spaces and Linear Operators by Inverse Reversion
... 'Strong' and 'weak ' limits, derivatives and integrals of sectionally continuous matrix functions [ fx c.. in Sections 10 and 11, and the representation of elements of and.[r] ...
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A study on backstepping boundary control for two classes of linear port Hamiltonian systems
... many linear port-Hamiltonian systems are not covered by Theorem ...the linear port-Hamiltonian system for the uniform Timoshenko beam where the constant coefficients have been chosen equal to ...
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Asymptotic behavior of a system of two difference equations of exponential form
... Difference equations have many applications in applied sciences, there are many papers and books that can be found concerning the theory and applications of difference equations, see [1, 4, 6, 7] and the references cited ...
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The continuous fractional Bessel wavelet transformation
... The fractional Hankel transformation is the generalization of the conventional Hankel transformation in the fractional order with parameter θ and is effectively used in the de- sign of lens, ...
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Stability properties for generalized fractional differential systems
... study fractional dierential systems in continuous time we start with some basic denitions and properties in subsection ...for systems of com- mensurate order in subsection ...for systems of ...
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Oxidation of Niacin amide by Sodium N Chlorobenzenesulphonamide (CAB) in acid Medium Catalysed by Ru(III) Ion: Kinetic and Mechanistically
... The reaction was studied with varying [HCl] at constant [CAB], [Niacinamide], [Ru (III)], ionic strength and temperature. The rate of reaction decreased with increase in [HCl] (r= -0.9990), the plot of logk′versus ...
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