数学与审美——奇异美目录摘要..................................................................................................................................Abstract............................................................................................................................引言..................................................................................................................................1 奇异美的含义...............................................................................................................2.奇异美之定理美...........................................................................................................3.奇异美之公式美...........................................................................................................4.奇异美之图形美...........................................................................................................结语..................................................................................................................................参考文献..........................................................................................................................致谢..................................................................................................................................1摘要数学不仅是一种科学，更是一种美学，而奇异美便是数学美中最为重要的一个特征。针对美学，著名数学家徐利治教授曾经说 :“奇异是一种美，奇异到极点更是一种美。”数学具备奇异美的特性，其表现是多方面的，其中奇巧、突变是数学奇异美最为重要的特征，能够为数学以无限生机。，数学中的奇异美，常常会让人们感觉震惊，从数学奇异美角度出发进行思考，还可以解决大量数学问题，故而本文将从三个方面对数学的奇异美进行分析，以为他人更好的了解数学提供参考，同时使更多的人喜欢数学。关键词：数学；审美；奇异美AbstractThe singular beauty of mathematics is one of the important characteristics of mathematics beauty. Professor Xu Lizhi，a famous mathematician，pointed out: "Singularity i...
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