主页/ 数学文化/ 2024 | 第15卷第4期/ 欲说还休:刘徽数学论证中的留白 欲说还休:刘徽数学论证中的留白 数学文化 2024 | 第15卷第4期, pp. 85-101 Preview Buy Article · CNY $20 Full text requires purchase or subscription 作者 汪晓勤 汪晓勤 搜索作者所有文章 摘要 数学的历史告诉我们,没有前人的留白,就不会有后人的创新。留白的形式有六类,即陈述之白、发现之白、论证之白、方法之白、问题之白和超越之白。数学概念的不断演进,是数学家补“陈述之白”所导致的创新;数学规律的发现和论证,是数学家补“发现之白”和“论证之白”所催生的创新;数学问题的提出和解决是数学家补“问题之白”和“方法之白”所引发的创新;数学精神的形成、思想和方法的凝练,是数学家补“超越之白”所促成的创新。 Full text is available as PDF. Download or purchase access to read online. 本期更多文章 封三 pp. 0-0 穿越时空遇见你 —— 在《高斯:科学的巨人》中邂逅鲜活的高斯 淑红 pp. 118-120 封面 pp. 0-0 封二 pp. 0-0 订阅更新 × Recommend to Your Library Help your institution provide access to 数学文化. Your name * Your email Role / Position — Select — Professor / Full Professor Associate Professor Assistant Professor Postdoctoral Researcher Research Scientist / Fellow PhD Student Master's Student Undergraduate Student Lecturer / Instructor Department Head / Chair Librarian Industry Researcher Other Institution / Library name * Librarian's email * Why do you recommend this journal? Uses this journal in their research Recommends it to students Relevant to their department Library should provide access Personal message (optional) Send Recommendation Sending… 分享