从概率不确定性解读复杂性

An Interpretation on Complexity in the View of Probabilistic Uncertainty

概率论是研究现实过程具有不确定性数量关系的数学科学,由于其研究对象的复杂性,使得其理论和应用也具有了现实的复杂性。概率论不但具有研究对象随机性引起的复杂性,它所使用的相关数学工具也存在一定的复杂性。概率论是一种可以在某种程度上把握复杂性的数学手段,通过概率论可以把握现实的运行过程,帮助我们确定最终逼近某个比例和结果的可能性。

Probability theory is the study reality processes with uncertain numbers of applied mathematics, compared to the theoretical mathematical, more complexity in a layer of reality. Randomness and uncertainty is not only one of the essential characteristics of the thing, related to the use of probability theory mathematical complexity of the tools there. Probability theory is a mathematical means to grasp the complexity to a certain extent, by probability theory can grasp the reality of running processes, help us to determine the final possibility of approaching a percentage and results.