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第1541章 合二为一(2 / 2)

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“还有别的问题吗?”金翠接着问。

“我们选择的这四个数学公式,其中有两个对算力的要求极高,经典计算机恐怕没办法承受。”白明有些为难的说道。

他现在面临着一个难以抉择的问题就是,他不知道量子计算机到底什么时候能够普及,如果普及的时间太晚,他选择需要高算力的,则会影响虚拟货币的推进,因为以经典计算机的算力,根本就没办法挖出矿来。

但是如果他选择运算量相对简单的计算机,而量子计算机很快问世,那么矿就会很快挖光,这就不利于货币的公平分配,大量的货币囤积在一些计算机大佬的手中,从一开始就不公平。

金翠看了一眼莫离,莫离小声说:“可以在公式里面加入一个时间控制参数,增加产矿的随机性,可以让简单的数学公式过渡到难的数学公式。”

白明闻言,一头雾水,完全不明白莫离的意思。

“莫离,你的意思是将两个数学公式合二为一?”金翠皱着眉头问道。

虚拟货币中,挖矿的本质就是对某一个数学公式求解,如果一个数学公式,有两千万对解,那么每一对解就代表一个虚拟货币,用于挖矿的计算机就是对这个公式求解,求出一次,就算是成功挖了一个矿。

等两千万对解全部求出,那么这个货币的总量就不会再增加,当然,理论上是很难挖光的,因为随着求解次数的增多,求解的难度越来越大,这也是大多数虚拟货币,越到后期,越难挖出矿的原因。

能被选出来成为矿山的数学公式,本来就是极其复杂的,现在还要增加一个时间参数,不用想,难度更是直线飙升。

而且这种级别的数学公式,本身是完全自洽的,足以形成一个完美的闭环,要想将这两个数学公式连接成一个,其难度系数可想而知。

这就有点儿像物理学一直追求的大统一理论,经典力学适用于宏观,量子力学适用于微观,无数科学家都想将这两个理论统一起来,但最终都以失败而告终。

于是对于那些半懂不懂的科普爱好者来说,他们在解释这两种理论的时候,就会出现十分荒谬的现象。

用量子力学解释宏观,就会出现薛定谔的猫,我不看月亮,月亮就不存在等等和现实完全不符合的说法。

而用经典力学解释微观,就会出现一个光子同时穿过两条狭缝的诡异现象。

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