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The constrained minimisation problem is discretised using Galerkin's method, and solved using Lagrange multipliers.
They selected random projections as the feature extraction method and solved sparse representation using the greedy algorithm.
Liu et al. [3] employed the fractional predictor corrector method and solved this problem with (q=1.85) and different values of time and space step sizes.
The governing equations of motion are derived by means of finite element method and solved by Newmark's time integration procedure in the time domain.
For the numerical treatment of (7), systems of non-linear equations are set up via a Runge-Kutta collocation method and solved by a Newton method.
The equations of non-linear free motion are derived from Lagrange's equation in combination with the harmonic balance method and solved iteratively using the linearized updated mode method.
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It is based on the Monte Carlo method and solves the radiative transfer problem self-consistently.
By using the common Lyapunov function method and solving LMIs, we can obtain the controller parameters as (K=-71.0535).
Three dimensional block-structured grids are generated by zone method and solving a system of elliptic partial differential equations.
The method utilizes a transformation of consumer attributes to properties described by the group contribution method and solves the reverse problem formulation using the property clustering technique.
The experimentation was carried out with the first-order shear deformation theory, the Fourier series method and solving analytically the system of governing differential equations of the plate.
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