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隱函數(shù)定理-(影印版) 版權(quán)信息
- ISBN:9787510048036
- 條形碼:9787510048036 ; 978-7-5100-4803-6
- 裝幀:一般膠版紙
- 冊數(shù):暫無
- 重量:暫無
- 所屬分類:>>
隱函數(shù)定理-(影印版) 本書特色
在數(shù)學中,隱函數(shù)定理是一個描述關(guān)系以隱函數(shù)表示的某些變量之間是否存在顯式關(guān)系的定理。 克朗茲編著的《隱函數(shù)定理》介紹了隱函數(shù)定理的基本知識,是全英文版。
隱函數(shù)定理-(影印版) 內(nèi)容簡介
the implicit function theorem is. along with its close cousin the inverse func- tion theorem, one of the most important, and one of the oldest, paradigms in modcrn mathemarics. one can see the germ of the idea for the implicir func tion theorem in the writings of isaac newton (1642-1727), and gottfried leib-niz's (1646-1716) work cxplicitty contains an instance of implicit differentiation. whilc joseph louis lagrange (1736-1813) found a theorcm that is essentially a version of the inverse function theorem, ic was augustin-louis cauchy (1789-1857) who approached the implicit function theorem with mathematical rigor and it is he who is gencrally acknowledgcd as the discovcrer of the theorem. in chap-ter 2, we will give details of the contributions of newton, lagrange, and cauchy to the development of the implicit function theorem.
隱函數(shù)定理-(影印版) 目錄
1 introduction to the implicit function theorem
1.1 implicit functions
1.2 an informal version ofthe implicit function theorem
1.3 thelmplicit function theorem paradigm
2 history
2.1 historicallntroduction
2.2 newton
2.3 lagrange
2.4 cauchy
3 basfcldeas
3.1 introduction
3.2 the inductive proof of the implicit function theorem
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