[PDF] Top 20 On Numerical Solutions of Fractional-Order with a Delay of CSOH Model
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On Numerical Solutions of Fractional-Order with a Delay of CSOH Model
... or fractional order, can provide valuable knowledge for inquiring solutions according to an assump- tion set by scholars and can do their best by closely approx- imation for solutions that ... See full document
7
Numerical Solution of Fractional Order Delay Differential Equation using Shifted Chebyshev Polynomials of Second Kind
... analytic solutions of Fractional Differential Equation,it is very difficult and some time impossible to deal with the complexities computations in these ... See full document
10
Numerical analysis of fractional order model of HIV-1 infection of CD4+ T-cells
... easy numerical scheme to compute the numerical solutions of nonlinear model of HIV-1 of fractional ...the model have been displayed using ...classical order in the last ... See full document
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Comparison of Analytical and Numerical Solutions of Fractional-Order Bloch Equations using Reliable Methods
... to model many real phenomena in fields such as engineering [2], physics [3], applied mathematics [4], and disease models ...exact solutions, and hence approximate analytic solutions and ... See full document
6
Numerical oscillations for first order nonlinear delay differential equations in a hematopoiesis model
... The model () has been recently inves- tigated by several ...all solutions about the positive unique equilibrium point K and proved that every non-oscillatory positive solution of Equation () tends to K as ... See full document
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On the Numerical Solutions for the Time-Fractional Telegraph Equation
... in fractional differential ...of fractional calculus can be found in Oldham and Spanier [1], Miller and Ross [2], Samko et ...of numerical methods have been proposed for fractional ... See full document
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On the Numerical Solutions of One and Two Stage Model of Carcinogenesis Mutations with Time Delay and Diffusion
... one-stage model equations was undertaken in ...postprocess numerical solutions, which use the numerical solutions of a lower order method to serve as starting value of the ... See full document
7
Exact Solutions and Numerical Comparison of Methods for Solving Fractional-Order Differential Systems
... alorder model of the glucose-insulin homeostasis in rats for analytical and numerical solutions, ...exact solutions of this fractional-order model, which are solved using ... See full document
8
Numerical solution of fractional order logistic equations by fractional Eulers method
... century, fractional calculus was initially elaborated as a mathematical ...engineering. Fractional differential equations (FDEs) have been the concentration of plenty of research by the reason of their ... See full document
8
A numerical approach for variable-order fractional unified chaotic systems with time-delay
... of fractional calculus has attracted the attention of many engineers and ...using fractional operators have been shown in the literature [5, 7, 25, 27, 28, ...a fractional model with a small ... See full document
15
Numerical Method For Approximate Solutions of Fractional Differential Equations with Time Delay
... for fractional order systems as the demanding performance expectations with uncertainties make it a challenge to come up with models that are useful, or control modules that can alleviate the difficulties ... See full document
10
Fractional Order Delayed Prey-Predator Model with Stage Structure
... proposed fractional order stage structured predator-prey system with and without time delay have investigated in detail via numerical ...and fractional order Routh–Hurwitrz ... See full document
12
On a fractional order delay Mackey Glass equation
... hand, fractional calculus is a generalization of classical differentiation and integration to arbitrary (non-integer) order ...to model real processes using fractional calculus ...with ... See full document
11
EXISTENCE AND MULTIPLE POSITIVE SOLUTIONS TO SYSTEMS OF DIFFERENTIAL EQUATIONS OF FRACTIONAL ORDER
... positive solutions and mul- tiple positive solutions for two-point and multi-point boundary value problems (BVPs) associated with ordinary and fractional order differential equations by using ... See full document
12
Stability of Numerical Schemes for the Delay Blowflies Equation
... the numerical step-size to h = ...the numerical solutions from the Euler method cannot be per- formed when h is too ...the numerical solutions between the Trapezoidal scheme (Figure ... See full document
6
Numerical Solutions of a Fractional Predator Prey System
... the fractional nonlinear predator-prey population ...of fractional calculus will be given to fix notation and provide a convenient ...approximate solutions for the nonlinear fractional ... See full document
11
Stability Analysis and Simulation of a Fractional order HBV Infection Model Based on Saturation Incidence
... the model include the immune cell, while the cytotoxic T lymphocytes (CTL) immune response after viral infection is universal and necessary to eliminate or control the disease, as follows: ... See full document
5
Numerical Model for the Calculation of Service Life of a Gear
... 1.1.2 Monte Carlo and service life of gears The data obtained by experiments are most frequently acquired from a small population of specimens on the basis of which it is not possible to conclude reliably how the entire ... See full document
10
A Gronwall inequality via the generalized proportional fractional derivative with applications
... proportional fractional operators is that their kernels contain an expo- nential term that comes out naturally in addition to the kernel that appears in the tradi- tional fractional ... See full document
12
NONEXISTENCE OF POSITIVE SOLUTIONS FOR A SYSTEMS OF COUPLED FRACTIONAL BVPS WITH p-LAPLACIAN
... Sabbavarapu Nageswara Rao has received M.Sc. from Andhra University, M. Tech (CSE) from Jawaharlal Nehru Technological University, and Ph.D from Andhra University under the esteemed guidance of Prof. K. Rajendra Prasad. ... See full document
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