非离散型未确知数的离散化

Discretizing of the Non - discretizing Unascertained Number

对任意两个未确知数，本文建立了“误差”与近似度概念，以反映两个未确知数相差的程度。对非离散性未确知数给出离散化方法，从而可用离散型未确知数去近似表达任意一个非离散型未确知数并达到任意精度，进而解决了任意未确知数的计算问题．

We, inn this paper, established a conception of 'error'and similarity degreee for any two unascertained numbers to demonstrate the difference degree of two unascertained numbers. Adiscretizing method is given for the non -discretizing unascertained numbers, one can thus use discrelizing unascertained numbers to similarly express any non - discretizing unascertained number and reach any accuracy,hence solving foe calculation problem of any unascertained numbers.