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關(guān)注:1
2013-05-23 12:21
求翻譯:基于這個(gè)原理,文中對(duì)重要函數(shù) e 的極限式、Taylor展開式、Pade有理逼近引入了非線性展開和逼近的討論,給出了這些函數(shù)的非線性Taylor展開、非線性Pade有理逼近等多個(gè)推廣式。是什么意思?![]() ![]() 基于這個(gè)原理,文中對(duì)重要函數(shù) e 的極限式、Taylor展開式、Pade有理逼近引入了非線性展開和逼近的討論,給出了這些函數(shù)的非線性Taylor展開、非線性Pade有理逼近等多個(gè)推廣式。
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2013-05-23 12:21:38
Based on this principle, the text limit on the important function of e-type, Taylor expansion, pade rational approximation introduces a nonlinear expand and approaching the discussion of these functions are nonlinear taylor commence rational approximation of nonlinear pade more than one type promoti
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2013-05-23 12:23:18
Based on this principle, in the extreme to important function e-commence, Taylor Pade , introduced the Non-linear started approaching justified and approached the discussion of these functions, non-linear Taylor commenced, non-linear Pade justified is approaching, and many other promotional style.
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2013-05-23 12:24:58
Based on this principle, in the article to the importance function e limit type, the Taylor expansion, Pade rational approximation has introduced the discussion which the non-linearity launches and approaches, gave these function non-linear Taylor to launch, non-linear Pade rational approximation an
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2013-05-23 12:26:38
Based on this principle, to an important function in e-limit, Taylor expansions, Pade approximation of introduction of nonlinear rational approximation and discussions, nonlinear Taylor gives these functions, nonlinear-Pade approximation of rational, more promotion.
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2013-05-23 12:28:18
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