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| 论文题目 | 期次 | 刊物名称 | 级别 |
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| A generalized summation rule related to Stirling numbers* K3 G- N" ?9 R- F
| 42(2004)194-201: v1 a4 i3 W/ G* K4 U
| The Fibonacci Quarterly
) M6 ^$ o( `# Z | SCI收录
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4 \' B- Q; W# z( E& b# K, W& N | Some summation rules related to the riordan arrays; V" @% r3 |) a: }
| 281/1-3 (2004) 0 v3 `" r: y5 z
| Discrete Mathematics8 d% J4 d0 z1 P7 ? \# W- k
| SCI收录$ |: d. ^; } s' Q
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| New soliton-like solutions for KdV equation with variable coefficient9 ?# m' }* n. c! |" s6 x4 c. z' d
| 346(2005)
0 Q2 C0 Z: V4 }2 j8 q | Physics Letter A / Y9 [ X7 h4 Z9 I8 ?. z1 u" A" |" e
| SCI收录# I6 R" ^2 g* R1 G- U3 d
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46 O8 ^" B* A/ ?7 S% z( C7 @( F+ I
| A note on exact traveling solitary wave solutions of integrable Broer-Kaup(BK) equations in (2+1)-dimensional spaces' b# o2 s, {1 R: t4 B0 ~
| 25(2005)
* a5 l+ \. \& G) s6 e# f! l | Chaos,SolitonandFractals , J) o" m7 l8 i/ R' i1 R1 Y* Y
| SCI收录
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$ N% [- ^7 d8 e( m/ ? | An efficient method for finding the exact solution of nonlinear evolution equations7 Q1 a- o9 \1 H7 x* _" y+ p
| Vol.19No.28(2005) 1 N: C8 q8 s6 L3 V
| Modern Physics Letter B 2 W' n/ I8 M7 I$ `/ T
| SCI收录
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| The algebraic properties of the generalized Pascal functional matrices associated with the exponential families
- Z9 V; }1 {9 q# g! y1 w | 318(2000) 45-52
* v/ Z) k* w0 n | Linear Algebra and its Applications0 R: O( H# o }$ \
| SCI收录
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2 O6 e: e- {$ ?' ~9 X6 C8 G( p | The repeated homogeneous balance method and its applications to nonlinear partial differential equations! k* x2 U6 m, G- ~ J% l! C
| 28 (2006) 448-4534 @1 `0 Y9 i" R: v- Q" N
| Chaos,SolitonandFractals
+ y( Z' j0 A! D | SCI收录
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! \, Z5 v: _) |" X v' j" J. T | Sequences related to Riordan arrays4 y0 O; h% {+ n3 J
| 40(2002) 247-252
8 M2 _! E3 k( e4 O, Y% C" K( l* z7 i3 v | The Fibonacci Quarterly
2 ?/ ]% ^& z: L" g0 q | SCI收录+ t$ v7 _' m! `* [1 j. h
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9 r R$ v& f# y# q' V q# ~
| A new note on a homogeneous balance method
7 \4 I' i9 o1 o9 M | 297(2002) 59-676 M" \" _) X- V% }7 r6 x' g+ ?
| Physics Letter A8 O) y% Z9 D: ]- U l
| SCI收录3 J. y1 }- x+ ^3 a% i
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7 b1 v& f k$ k8 }5 i6 w) ]8 j | Some identities related to reciprocal functions
" s. ^5 S; l# }- y0 K5 [5 D | 265 (2003) 323-335$ j) v! A( o( }) C9 C
| Discrete Mathematics
' S0 r" C: b. ~+ R" h | SCI收录3 ~' Z k% L& B! H j% A' S
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