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检索条件"主题词=Lagrange inversion formula"
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Nonlinear Inverse Relations of the Bell Polynomials via the lagrange inversion formula (Ⅱ)
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Journal of Systems Science & Complexity 2023年 第1期36卷 96-116页
作者: MA Xinrong WANG Jin Department of Mathematics Soochow UniversitySuzhou 215006China Department of Mathematics Zhejiang Normal UniversityJinhua 321004China
In this paper,by means of the classical lagrange inversion formula,the authors establish a general nonlinear inverse relation as the solution to the problem proposed in the paper[***,Nonlinear inverse relations for th... 详细信息
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A New Matrix inversion for Bell Polynomials and Its Applications
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Journal of Mathematical Research with Applications 2019年 第4期39卷 331-342页
作者: Jin WANG Department of Mathematics Zhejiang Normal University Department of Mathematics Soochow University
The present paper gives a new Bell matrix inversion which arises from the classical lagrange inversion formula. Some new relations for the Bell polynomials are obtained, including a Bell matrix inversion in closed for... 详细信息
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Some Alternating Double Binomial Sums
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Chinese Quarterly Journal of Mathematics 2013年 第4期28卷 573-577页
作者: ZHENG De-yin TANG Pei-pei Department of Mathematics Hangzhou Normal University Hangzhou 310036 China School of Computing Science Zhejiang University City College Hangzhou 310015 China
We consider some new alternating double binomial sums. By using the lagrange inversion formula, we obtain explicit expressions of the desired results which are related to a third-order linear recursive sequence. Furth... 详细信息
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