分形技术用于查证化探异常

地球科学中的许多事物都十分复杂 ,是非线性和不规则的 ,运用非线性科学理论、方法(包括分形、混沌和非线性模型等 )有可能更好地解决。分形理论作为非线性科学的一个分支 ,是研究自然界空间结构复杂性的一门学科 ,可从复杂的看似无序的图案中 ,提取出确定性、规律性的参量。应用分形技术中的求和算法来确定地球化学元素的异常下限 ,处理结果较传统方法效果更好

FRACTAL TECHNOLOGY USED IN THE RESEARCH ON GEOCHEMICAL PROSPECTING ANOMALIES

Many things in geosciences are all very complicated. They are non linear and anomalous. One can use the non linearity science (including fractal, chaos and non linearity model, etc.) to solve these problems. Non linearity theory provides the theory and method for announcing the fine constructions concealed in confusion complicated phenomena and depicting them quantitatively. This article uses fractal method's sum arithmetic to ascertain geochemical anomalies. By contrasting these two arithmetics and anomaly graphs, the authors think that better effects can be received.