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They are typically used for modeling dynamical systems in several areas.
The framework and tools here developed are grounded in Control Theory and make use of the state-space formalism in modeling dynamical systems.
In this paper, we consider the discrete Hahn polynomials ({H_n}) and investigate their application for numerical solutions of the time fractional variable order mobile immobile advection dispersion model which is advantageous for modeling dynamical systems.
The mathematical emphasis was on modeling dynamical systems.
Modeling dynamical systems is a common problem in science and engineering.
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This paper considers the problem of modeling dynamical system in the discrete-time domain using orthonormal series representation.
The interval-valued differential can be used to model dynamical systems subject to uncertainties.
Stochastic fractional differential equations were used to model dynamical systems affected by random noises [15 23].
The interval-valued differential equations can be used to model dynamical systems subjected to uncertainties.
First-order shear deformation theory (FSDT) is used to model dynamical system using finite element method, while FDM is applied to solve nonlinear Reynolds equation of squeeze film damping.
These have been successfully used in many nonconvex applications in areas, such as optimizations, economic models, dynamical systems, differential inclusions, etc.
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