Bell polynomials,貝爾多項式。
基本介紹
- 中文名:貝爾多項式
- 外文名:Bell polynomials





Bell polynomials,貝爾多項式。





Bell polynomials Bell polynomials,貝爾多項式。貝爾多項式(Bell polynomials) 的第年項有如下形式 其中 例子
[1]Deng Shu-fang, Belly Polynomials to the Kadomtsev-Petviashivili equation with self-consistent sources. Advances in Applied Mathematics and Mechanics, 2016, 8, 271-278.[2]Deng Shu-fang, Qin Weili and Xuguiqiong, Decay mode solutions for the supersymmetric cylindrical KdV equation, Z. ...
Generalized Hall-Littlewood Symmetric Functions and Orthogonal Polynomials S.V.KEROV Formulation of Bell Type Problems, and Noncommutative Convex Geometry A.M. VERSHIK and B S.TSIRELSON Projective Representations of the Infinite Symmetric Group M.L. NAZAROV Structure Theorems for a Pair of Unbounded ...
(with R.Wong) Estimates for the error term in a uniform asymptotic expansion of the Jacobi polynomials, Anal. Appl. 1 (2003), 213-241.A uniform asymptotic expansion of the single variable Bell polynomials, J. Comput. Appl. Math. 150 (2003), 329-355.(with R.Wong) Exponential asymptotics...
4. Super extension of Bell polynomials with applications to supersymmetric equations,JOURNAL OF MATHEMATICAL PHYSICS , 53(2012), 013503 5. Quasiperiodic waves and asymptotic behavior for Bogoyavlenskii’s breaking soliton equation in (2+1) dimensions,PHYSICAL REVIEW E 78(2008), 036607 ...
12.12 properties of bernoulli numbers and bernoulli polynomials 12.13 formulas for l(0, z)12.14 approximation of ζ(s, a) by finite sums 12.15 inequalities for iζ(s, a)l 12.16 inequalities for iζ(s)l and il(s, x)l exercises for chapter 12 chapter 13 analytic proof of the ...
本文利用發生函式和Riordan陣研究了第三類退化的Poly-Cauchy多項式相關的恆等式。首先,運用發生函式方法給出第三類退化的Poly-Cauchy多項式的性質,從而得到了關於第三類退化的Poly-Cauchy多項式的一些組合恆等式。其次,套用Riordan陣法,建立了第三類退化的Poly-Cauchy多項式與兩類Stirling數、Lab數、Bell數之間的一些關係式...
貝爾多項式(Bell's polynomial)是一種組合多項式。自從美國數學家E.T.Bell在1934年的文章“Exponential Polynomials”中首次提出以來,一直是組合學界的熱門課題之一,現在 Bell多項式已經成為組合數學中的一個重要內容,在微分方程、理論物理和隨機過程中都有套用,近幾年來,Bell 多項式的恆等式及其套用引起了許多中外...
