In part three on the impact on the whole mathematics, I show that the promotion to development of Fourier’s work to mathematics from 4 aspects, including (1)converge and converge uniformly (2)the concept of function (3)integral (4)set theory.
第三部分是傅里叶级数对整个数学的冲击,着重介绍了傅里叶的工作对数学中(1)收敛与一致收敛;(2)函数的概念;(3)积分;(4)集合论等四方面的推动和发展。
参考来源 - 傅里叶级数的起源和发展·2,447,543篇论文数据,部分数据来源于NoteExpress
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