摘要
Gauss消去法对数据没有任何的要求,即弥补了迭代法的缺陷;在消元过程中避免了误差的产生,只要在回代中的除法能除尽,就能得到精确解;如在回代过程中的除法不能在允许的范围内除尽,采用分数回代也能得到相当精确的近似精确解。本算法在成矿预测中能起到非常好的作用,文章用该方法研究广东下庄铀矿田岩层中部分微量元素对铀成矿的影响。
There is no any requirement for Gauss elimination operation that not only remedies the iteration but also prevents the error from the elimination. So long as it can be divided exactly for back substitution the accurate solution can be obtained. If it can not be divided exactly during back substitution in the permitted range adoption of fractional back substitution would result in the approximate accurate solution. The method is effective for ore prediction. This paper uses the method to deal with influence of some micro-elements in the strata of Xiazhuang uranium ore field on uranium ore formation.
出处
《地质找矿论丛》
CAS
CSCD
2009年第1期69-72,共4页
Contributions to Geology and Mineral Resources Research
基金
东华理工大学研究生创新基金资助
关键词
多元线性回归
Gauss消去法
改进算法
铀成矿
广东省
multiple regression
Gauss elimination method
the improved algorithm
uranium ore formation
Guangdong province
