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It is then possible to return to the original boundary value problem by applying a suitable transformation to the transformed boundary value problem above.
After using the suitable transformation of coordinates B = T, the above model (28) transforms to d s 2 = - d T 2 T - 2 n + 1 1 n - 1 T 4 + k 1 + T 2 n d x 2 + T 2 e 2 x d y 2 + e - 2 x d z 2. (2.).
In this paper, a pinning state feedback control design is proposed to find a suitable transformation.
By a suitable transformation, the system is represented by an equivalent difference-algebraic representation.
By a suitable transformation, the system is converted into an equivalent difference-algebraic representation.
The essential ingredient is a suitable transformation of the time coordinate in combination with spatial compactification.
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The governing equations are transformed into dimensionless non-similar equations using a set of suitable transformations and solved numerically by the implicit finite difference method known as the Keller box scheme.
Suitable transformations and normalizations are applied to these intensities, and the Bayesian updating approach is employed to construct a probability model.
Through suitable transformations the system is recast into the framework of dynamic variational inequalities and the well-posedness (existence and uniqueness of solutions) is proved.
It is shown that by use of suitable transformations, the derived wave equation can be reduced to analytically solvable equations (e.g., Bessel's differential equation).
The degenerate equation (1.6) can be obtained by suitable transformations of the Prandtl equations; see [6].
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