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本文介绍一种用于矿产资源勘探的新颖的数学理论,它是由法人乔治·马特龙教授提出来的.马氏的理论,对有限空间变量进行了数学分析.这种变量是空间上诸点的一种数值函数,通过它即可用数学方法来表征自然现象.在矿床勘探中,这种变量可以是矿体的品位,也可以是矿脉的厚度、断层的错距,或是硫化物的氧化程度.这一理论已成为地质统计学的基础.它研究的地质现象在空间上是相关的.按照它们的空间位置及其各自的几何要素,即可对它们进行数学分析.这种理论虽以某些概率论的假说为依
This article presents a novel mathematical theory for the exploration of mineral resources, which was proposed by Professor George Matelon, a Markov theory that mathematically analyzes finite spatial variables such as Point by a numerical function, through which you can use mathematical methods to characterize natural phenomena in prospecting, the variable can be the grade of the ore body, it can be the thickness of the veins, the fault of the fault, or sulfide This theory has become the basis of geostatistics, and the geologic phenomena it studies are spatially related, and they are mathematically analyzed according to their spatial location and their respective geometric elements. Although this theory Based on the hypothesis of some probability theory