摘要
传统的高斯消元法只能解决满秩的多元一次方程组,本文将利用人工智能当中的非单调与超协调两种逻辑思想,来改进高斯消元法,从而使得高斯消元法能解决所有的多元一次方程组,进而扩展其在工程领域的应用范围.
The traditional Gaussian elimination method can only solve a full rank of muhiple equations. This paper uses artificial intelligence of both non-monotonic and Para consistent logic thinking to improve the Gaussian elimination method, so that it can solve equations of all the diverse groups, thus expanding its range of applications in engineering.
出处
《邵阳学院学报（自然科学版）》
2011年第2期26-30,共5页
Journal of Shaoyang University：Natural Science Edition
关键词
传统的高斯消元法
改进的高斯消元法
工程领域
the traditional Gaussian elimination
improved Gaussian ehmanation
engineering
