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Moreover, the obtained design is applied to a macroeconomic problem to verify its effectiveness.
The proposed algorithm is applied to a simple mathematical problem to verify the convergence and the optimality.
We implement the kernel based on Xilinx Virtex-V1000FG680 and use the test problem to verify the effectiveness of our design.
Then Eq. (1.1) with (lambda>0) admits infinitely many solutions (u_{n}in E) with (u_{n}to0) in E. From Theorem 1.2, we know that it still remains an open problem to verify whether (lambda_{1}=lambda_{2}).
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This model is tested against a series of typical atmospheric flow problems to verify accuracy and consistency.
Combined with the extended finite element method (XFEM), the interaction integral is employed to solve several representative problems to verify its accuracy and domain-independence.
In one-dimensional situations, we derive a closed-form solution of the local problem useful to verify and set up the plate problem.
Along with this trend, a corresponding important problem is to verify the intactness of a set of objects using that of their attached tags.
The Model Checking problem is to verify that, for all states s ∈ S 0, the model M satisfies ψ - denoted by M, s ⊨ ψ.
The problem is how to verify this claim when there are no figures to back it up.
To overcome this problem we decided to verify the model's performance differently.
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