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Introduction of the variation principle as a method for the calculation of wavefunctions.
Dynamic model of the system is established by the single direction recursive construction method and the Jourdain's velocity variation principle.
Dynamic equation of the system is established based on Jourdain׳s velocity variation principle and the single direction recursive construction method.
The reduction is achieved by applying Hamilton's variation principle on a reduced Lagrangian and then imposing the nonholonomic constraints.
The governing equations consistent with the mixed formulations, derived from the Hellinger Reissner variation principle, are also presented.
The governing equations and boundary conditions are derived from electric enthalpy variation principle with consideration of electrostatic force.
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Finite element method classifies to two types (calculus variation principles and weighted residual methods).
Informed by maximum variation principles, we analysed a subset of countries (England, Portugal and Spain) with contrasting health care systems, income per capita and palliative care provision to,, build a comprehensive framework.
In the physical variational principle the variations of the electric potential and magnetic potential are divided into local variations and migratory variations.
A first-order method and two second-order methods using the total variation diminishing principle are developed and an example application is presented.
Reconstruct the complex wavelet coefficients using a total variation minimization principle to eliminate the wavelet-shape artifacts and the pseudo-Gibbs artifacts near the discontinuities, which are caused when thresholding small wavelet coefficients.
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