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8 [. _$ k1 M4 F: H | 论文题目 | 期次 | 刊物名称 | 级别 |
| 1
2 X" Q4 e+ C: B3 L7 b | A generalized summation rule related to Stirling numbers' ~$ \/ {) K- m. X3 j
| 42(2004)194-201
; k& ]0 G- L& C3 N | The Fibonacci Quarterly
) ^* C7 W% r# @ B6 r; @" k | SCI收录
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| 2
& ~) T+ u% g" h$ ?) b | Some summation rules related to the riordan arrays
8 J$ [/ A8 ]3 ~ | 281/1-3 (2004)
: p: M& z! l, q) @4 i. N | Discrete Mathematics) E; d U+ ^! r4 B
| SCI收录9 N1 _# M3 ~" X4 P( c
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| 36 y- C! o; F6 O
| New soliton-like solutions for KdV equation with variable coefficient
/ N% L' ]; ^1 {8 m+ E! W" ? | 346(2005)
0 [% g( q4 a) i+ E7 A! n; h | Physics Letter A # w$ y, p& P2 [# @
| SCI收录0 z' k% m5 q J; O' t$ B( t7 v6 l' E
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| 4
" C- i: i. J* k) z# o | A note on exact traveling solitary wave solutions of integrable Broer-Kaup(BK) equations in (2+1)-dimensional spaces
2 h3 i, _- L B0 u& u' J | 25(2005) # r. J( j. |) y0 h8 n7 h
| Chaos,SolitonandFractals / n) O4 y+ V3 j2 n
| SCI收录
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| 5
% q9 y$ Y$ J! F$ n6 q | An efficient method for finding the exact solution of nonlinear evolution equations8 u' P- U* m S
| Vol.19No.28(2005) ' s9 y* e& ^" Q9 r7 S, T
| Modern Physics Letter B
. h/ y8 _; U7 c( i) p+ w' d" b H | SCI收录0 z' U# r" i- t' N+ H v
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' Y, F2 ?7 @' E) N3 d, `0 Z( B | The algebraic properties of the generalized Pascal functional matrices associated with the exponential families
" w6 m, y0 ]+ |# E! h+ z' m, S" ] | 318(2000) 45-527 W- W5 C' N8 l- U( U
| Linear Algebra and its Applications5 N; E7 R0 l8 ~* R A; G
| SCI收录
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| 7/ K7 Z2 a' p" O3 w( c$ k( D
2 Z: `, y; T8 h | The repeated homogeneous balance method and its applications to nonlinear partial differential equations4 a$ |* p m5 `6 c% D) {
| 28 (2006) 448-453
3 U* _( k- y" j) G | Chaos,SolitonandFractals
# ^8 p, u- `' v2 H6 Y3 q | SCI收录
s8 T5 s! C$ I4 f* |# a$ h$ M |
| 82 f- m# T9 @. [
| Sequences related to Riordan arrays
6 p! _2 T+ _ i0 j' \ | 40(2002) 247-2526 {0 x. K5 D, B0 t; \
| The Fibonacci Quarterly& a9 }+ _0 `. }
| SCI收录# P2 w# f. s# R. D% F" i
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| 98 E; d8 a3 h( W1 L5 f$ C" K A# l+ r
| A new note on a homogeneous balance method
7 v- Z7 N1 U; h [ | 297(2002) 59-678 q/ d3 s/ d4 ?1 G
| Physics Letter A6 i$ c n3 R& L* O, r" T, ^, C
| SCI收录' R% h! L6 y/ E# i! K
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| 10
& o% A! m" }- [+ O8 u4 @2 | | Some identities related to reciprocal functions! B8 |9 V! K) \! \+ u: U: L
| 265 (2003) 323-335
$ O& Z" G) a, t+ k9 y# E4 q | Discrete Mathematics
$ x! c* f* ?9 ]7 T; v | SCI收录$ S- Q: E. l# r: p) P8 N
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