摘要
指出回溯法应更名为不定重循环算法更为恰当。通过两个典型实例:N张骨牌覆盖问题和N阶拉丁阵问题,归纳出不定重循环算法的计算过程和程序的基本结构。得到了一个有意义的数学结论:N张骨牌覆盖问题中覆盖数组成的数列为菲波拉契数列。
It is proper to rename trace back method as non-definite loops method. Through two representative problems : N -dominos coverage problem and N -order Latin matrix problem, the paper concluded the computing procedure and basic structure of the non-definite loops method. A meaningful mathematic conclusion is drawn from the N-dominos coverage problem that the coverage numbers are Fibonacci series.
出处
《西南科技大学学报》
CAS
2008年第3期84-89,共6页
Journal of Southwest University of Science and Technology
关键词
不定重循环算法
N张骨牌覆盖问题
N阶拉丁阵问题
Trace back method
Non-definite loops method
N -dominos coverage problem
N-order Latin matrix problem