A Bisection Technique for Parallel Solution of First-Order Recurrence Problem 并行求解一阶线性递推问题的二分法
Bisection Technique for Designing the Synchronous Parallel Algorithm 同步并行算法的二分技术
From the view of Walsh Functions are generated with evolution, two new kinds of orderings of Walsh Transform are proposed. Then their fast algorithms are designed by using bisection technique. 从Walsh函数演化生成的观点出发,提出了两种新的Walsh变换方阵的定序法,并且利用二分技术建立了它们的快速算法。
This algorithm is based on the Bisection acceleration technique. 算法结合了格子方法和网格加密型高效算法的优点。
Parallel algorithms for solving a class of recurrence equation are discussed Two algorithms are proposed using the bisection technique. 本文讨论一类递推问题的并行算法,文中应用二分法构造了两种算法。
The design of parallel algorithms by the bisection technique for solving the tridiagonal linear system of equations, which involves the parallel forward and backward sweep method, odd-even elimination, odd-even reduction, block elimination and so on, are discussed. 本文讨论用二分技术设计求解三对角方程组的并行算法,其中包括并行追赶法、奇偶消元法、奇偶约化法和块消元法等。
A single ended digital control power detection structure is used. The principle of this architecture, frequency characteristics and detection error is analyzed. The bisection technique is used to calibrate output DC offset. 论文应用了一种单端可编程增益功率检测结构,主要分析探讨了电路的工作原理,频率特性和检测误差等方面,并且采用二分法矫正输出直流失调。