The three-steps iterative algorithms converge strongly under suitable conditions.
在适当的条件下，证明了三步迭代算法是强收敛的。
There are many iterative algorithms for the solution of variational inequality and fixed point of mappings.
我们考虑了这类变分不等式解的存在性及迭代逼近算法问题。
The definition of Q rates of convergence in iterative algorithms is extened and the efficiency measure is developed.
推广了迭代算法收敛分析中的Q 收敛阶的概念，据此给出了算法效率的一种一般的度量。
The existing one-way hash functions without trapdoor are all iterative algorithms, for instance, MD and SHA family, etc.
现有的无陷门单向散列函数都是迭代算法，例如SHA和MD系列算法等。
The iterative algorithms in C language were given, which used direct data replacement to reduce the dimension of matrix and saved the storage space.
在迭代算法中，采用直接数据置换降低矩阵维数，节省了存储空间，提高了运算速度。
A new iterative algorithms to approximate the solution of the class of nonlinear implicit quasi variational inclusions in Banach space is constructed using resolvent operator.
利用预解式算子技巧构造了一类求变分包含逼近解的迭代算法，并讨论了由此算法产生的迭代序列的收敛性。
Extracting surface depth from a shaded image (SFS) is one of the classic problems in computer vision. Many iterative algorithms correspond to a feasible surface, but converge slowly.
从单幅图像获得物体的表面高度是计算机视觉中的一个重要研究领域，迭代算法的计算精确度高，但收敛速度较慢。
As the calculation speed of the CPU is fast developed, more consideration is paid to the iterative algorithms in tomographic reconstruction, which were only experimented as a research method before.
随着计算机运算速度的飞速发展，以前只是被看成一种研究方法的迭代算法在图像重建中越来越引起人们的重视，并且已经在科研、工业和医学领域中得到了实际应用。
The contributive equation of discontinuous interface to the system of equations is derived and nonlinear iterative algorithms for simulating the contact state of a discontinuous interface are studied.
为此，推导了不连续面对整体平衡方程组的贡献方程，研究了模拟不连续面实际接触状态的非线性迭代算法。
The contributive equation of discontinuous interface to the system of equations is derived and nonlinear iterative algorithms for simulating the contact state of a discontinuous interface are studied.
为此，推导了不连续面对整体平衡方程组的贡献方程，研究了模拟不连续面实际接触状态的非线性迭代算法。
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