单调有界定理的康托实数定义之证明

THE PROOF OF THE MONOTONE BOUNDED THEOREM USING THE CANTOR'S DEFINITION OF REAL NUMBER

根据实数的康托定义，证明了实数的完备性定理之一──单调有界定理。

The monotone bounded theorem,which is one of the completeness theorems of the real number,is proved based on Cantor's definition of the real number.