摘要
利用单调有界原理、压缩映象定理和迭代公式增减性证明迭代生成数列的极限存在,得极限值A应满足的方程.解此方程,以求极限值A.
The generation making use of monotong to add or subtract hawing boundary principle,theorem ow interoctive formula conpressing and image houing testified selections first there is esisted in the limit generating progression, we can get the result in a equation which the limit value A should satisfy, while solving this equation we can get the limit value A .
出处
《商丘职业技术学院学报》
2008年第2期20-22,45,共4页
JOURNAL OF SHANGQIU POLYTECHNIC
关键词
迭代生成数列
单调有界原理
压缩映象原理
不动点
sequence of iterations
monotollie convergence principle
contractive mapping principle
fixed point