We prove the finite convergence of CLAR-LASSO and analyze its time and space complexity.
我们证明了CLAR- LASSO的有限收敛性，并分析了它的时间复杂度和空间复杂度。
This paper discusses the convergence problem of the finite-difference time-domain (fd-td) method through some computing examples.
本文通过计算实例讨论了时域有限差分法的收敛性问题。
It is shown from the numerical results that the present stochastic finite element method is of the feature of rapid convergence, less C. P. U. time and fewer requirements of input data in...
算例结果表明：本文提出的随机有限元法较之现有的随机有限元法具有收敛快、机时省及对原始数据要求低的优点。
It is shown from the numerical results that the present stochastic finite element method is of the feature of rapid convergence, less C. P. U. time and fewer requirements of in...
算例结果表明：本文提出的随机有限元法较之现有的随机有限元法具有收敛快、机时省及对原始数据要求低的优点。
It is shown from the numerical results that the present stochastic finite element method is of the feature of rapid convergence, less C. P. U. time and fewer requirements of in...
算例结果表明：本文提出的随机有限元法较之现有的随机有限元法具有收敛快、机时省及对原始数据要求低的优点。
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