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| 论文题目 | 期次 | 刊物名称 | 级别 |
| 1+ U3 h* H( x5 W8 i$ }+ \0 I! I
| A generalized summation rule related to Stirling numbers; B- l# l8 m8 o J- u- k6 \
| 42(2004)194-201, d; j# X1 D6 H% m
| The Fibonacci Quarterly ( E9 O, [0 M" V# } x
| SCI收录- M! |+ W/ q) R* d; T1 e& e; y5 f2 Y
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| 2 A: T" T1 s/ r0 c c; t S: |
| Some summation rules related to the riordan arrays
& p' K& c/ k" ~5 h | 281/1-3 (2004)
g" y* r2 U, {0 N% S0 o | Discrete Mathematics8 k2 k+ |4 D: y. j8 n) Q
| SCI收录
# i* Q' p/ n* y. h7 C7 U |
| 3% w4 v9 p' Y' ^; P6 A* P
| New soliton-like solutions for KdV equation with variable coefficient& [ I; ?) M+ m/ \
| 346(2005) ( I6 i6 B/ R# q% ~
| Physics Letter A
' d9 y" w* Y$ W; Z3 l3 G3 I | SCI收录1 t3 i" v) P6 x5 K
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| 4+ w4 }0 O b {- d
| A note on exact traveling solitary wave solutions of integrable Broer-Kaup(BK) equations in (2+1)-dimensional spaces2 }1 X; _& Z: ?: T0 M
| 25(2005) 7 a: d4 X& z4 x
| Chaos,SolitonandFractals 5 \: c* @. l* h$ {
| SCI收录
' c0 A" U, H( ` @ o* a |
| 5
, Q7 m3 w* h t& b8 f$ j | An efficient method for finding the exact solution of nonlinear evolution equations5 [2 U5 B) d9 {: y! ~" w' s
| Vol.19No.28(2005) - J5 _8 ?8 l, K) f& k4 C
| Modern Physics Letter B
0 B. b& `3 v% c+ z7 l: L | SCI收录
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| 6
! v/ A; Q7 i7 o3 h; J7 a" l8 x1 z5 U$ g7 I$ @
| The algebraic properties of the generalized Pascal functional matrices associated with the exponential families) g; Y( W( W0 N g5 w# r
| 318(2000) 45-529 _$ ~3 r" |4 R5 y" f% [
| Linear Algebra and its Applications
& o7 W1 ^3 u8 ~2 O | SCI收录7 P- f2 {# s3 K
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| 77 z8 K+ x! [; D
( C: g/ ]& g1 e, ]$ J
| The repeated homogeneous balance method and its applications to nonlinear partial differential equations M( [/ z, |7 |5 O/ v
| 28 (2006) 448-453
7 I# o) J1 ~0 I* } | Chaos,SolitonandFractals ) O& H" _, X0 r+ N) C8 B
| SCI收录4 J- c6 F- e. u* l) `
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| 8% n6 }3 E" o" m- U
| Sequences related to Riordan arrays
9 @. [1 @5 v: Y* J | 40(2002) 247-2525 ^( J6 W6 j! k* t0 r& s
| The Fibonacci Quarterly! \+ u8 U7 z, b" o% ]
| SCI收录% {5 R. d4 y/ f6 Y
|
| 9
3 y% _9 I" i6 B- l# l | A new note on a homogeneous balance method
$ @' T6 ?5 z( { | 297(2002) 59-67
/ V2 A5 h( b& M5 h1 R" i | Physics Letter A2 \" O; L3 R# V6 V
| SCI收录$ r4 k9 |. ^) H: Z" ^
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| 10
0 ~. z0 M; R$ I$ C | Some identities related to reciprocal functions0 l7 ], i+ X8 c- O3 y+ c3 Y
| 265 (2003) 323-335 n: e& B9 w8 R
| Discrete Mathematics- b% n6 _7 N: g3 G9 v
| SCI收录
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