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Particularly, the secret sparse basis is implemented by a reality-preserving fractional cosine transform matrix.
Once the reduced basis ({Psi_{1},Psi_{2},ldots,Psi_{N}}) has been calculated, the Galerkin method with expansions in this basis is implemented to solve the problem (6)–(8) with boundary conditions (4)–(5).
In this paper, the Ritz-Galerkin method in Bernstein polynomial basis is implemented to obtain an approximate solution of a nonclassical parabolic equation subject to given initial and moving boundary conditions.
In this paper, a numerical method which employs the Bernstein polynomials basis is implemented to give the approximate solution of a parabolic partial differential equation with boundary integral conditions.
Regimented cleaning schedule such as sweeping, mopping, washing all areas of the prison (e.g. own cells, kitchen, cafeteria) on daily basis is implemented for the inmates to keep the prison area clean.
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Using 0.18 μm CMOS technology, the bit-serial, digit-serial and bit-parallel structures with type-1 and type-2 optimal normal basis are implemented over the finite fields GF(2226) and GF(2233) respectively.
Although the frequency of supportive supervision to be given to CHWs was not clearly stated, supervision on at least a monthly basis was implemented in the research area.
A further use of a Galerkin method for the reduced basis expansion is implemented.
To establish the eigenvalue problem of the system, the energy based Ritz method with Chebyshev polynomials as the basis functions is implemented.
A two-dimensional Ritz formulation with Chebyshev basis polynomials is implemented to obtain the elastic and geometric stiffness matrices of the plate.
The strategy of the discrete space vector modulation (DSVM) that is on the basis of the DPC, is implemented.
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