期刊文献+
共找到2篇文章
< 1 >
每页显示 20 50 100
科学的边界问题——解读斯蒂芬·罗思曼对还原论局限的阐释 被引量:2
1
作者 陈瑾 《北京化工大学学报(社会科学版)》 2009年第1期5-9,共5页
本文从斯蒂芬·罗思曼(Stephen Rothman)对还原论的局限的阐释引出绝对的、纯粹的科学是否存在的问题。着重引用和解读了斯蒂芬·罗思曼著的《还原论的局限——来自活细胞的训诫》一书中的第十章"实验",以此来重点论... 本文从斯蒂芬·罗思曼(Stephen Rothman)对还原论的局限的阐释引出绝对的、纯粹的科学是否存在的问题。着重引用和解读了斯蒂芬·罗思曼著的《还原论的局限——来自活细胞的训诫》一书中的第十章"实验",以此来重点论证绝对的、纯粹的科学是不可能的。最后是本文作者对"科学的边界问题"的进一步论证与分析,并且指出:没有绝对的、纯粹的科学,只有近似科学。这是人们尽管不愿意却也不得不承认的事实。 展开更多
关键词 科学 近似科学 还原论
下载PDF
Uncertainty Representation of Ocean Fronts Based on Fuzzy-Rough Set Theory
2
作者 XUE Cunjin ZHOU Chenghu +1 位作者 SU Fenzhen ZHANG Dandan 《Journal of Ocean University of China》 SCIE CAS 2008年第2期131-136,共6页
Analysis of ocean fronts' uncertainties indicates that they result from indiscemibility of their spatial position and fuzziness of their intensity. In view of this, a flow hierarchy for uncertainty representation of ... Analysis of ocean fronts' uncertainties indicates that they result from indiscemibility of their spatial position and fuzziness of their intensity. In view of this, a flow hierarchy for uncertainty representation of ocean fronts is proposed on the basis of fuzzy-rough set theory. Firstly, raster scanning and blurring are carried out on an ocean front, and the upper and lower approximate sets, the indiscernible relation in fuzzy-rough theories and related operators in fuzzy set theories are adopted to represent its uncertainties, then they are classified into three sets: with members one hundred percent belonging to the ocean front, belonging to the ocean front's edge and definitely not belonging to the ocean front. Finally, the approximate precision and roughness degree are utilized to evaluate the ocean front's degree of uncertainties and the precision of the representation. It has been proven that the method is not only capable of representing ocean fronts' uncertainties, but also provides a new theory and method for uncertainty representation of other oceanic phenomena. 展开更多
关键词 fuzzy-rough set upper approximate sets lower approximate sets ocean fronts UNCERTAINTIES
下载PDF
上一页 1 下一页 到第
使用帮助 返回顶部