|
9 j% C( a. y0 e6 [8 M" { | 论文题目 | 期次 | 刊物名称 | 级别 |
| 1
U2 s2 I# N' D4 m" H- } | A generalized summation rule related to Stirling numbers& d; G3 o0 \3 X4 t1 Z
| 42(2004)194-201
" L" @$ R$ T, q5 N | The Fibonacci Quarterly
4 J4 H$ x! \' ]& i3 I8 B | SCI收录
$ D9 f+ f0 c6 i1 E; O" S3 j! j |
| 2( r5 I/ {4 R4 _3 d$ G2 k. @4 W4 d( ?
| Some summation rules related to the riordan arrays7 o' G% f8 n: ?$ _
| 281/1-3 (2004)
6 _( }& ^0 C w \1 U" p | Discrete Mathematics) _0 o. F5 F- h1 J% Z8 }* `1 U. m
| SCI收录8 }+ m7 n( M$ @. K0 j3 B' d
|
| 3
# L/ a8 a" R8 u! z6 n' Q | New soliton-like solutions for KdV equation with variable coefficient' C; H. U4 h* g6 f2 c3 H
| 346(2005)
# N0 M& [8 H/ C$ _) w! y) ? | Physics Letter A % H1 Q# R3 `6 O0 |; p! m
| SCI收录! @; Z G6 w7 K1 w; y3 B
|
| 4
* C% m" ^9 V0 Y# l5 f | A note on exact traveling solitary wave solutions of integrable Broer-Kaup(BK) equations in (2+1)-dimensional spaces
; O% a s ]8 V) d' n1 ^) r | 25(2005) * c5 `0 w# G. {* J4 ^7 A3 T1 ]
| Chaos,SolitonandFractals
: V0 g; Y# d3 F! K6 A6 V | SCI收录: S; m, F! C1 [/ U1 J7 @% a/ E
|
| 5
7 {; M' x0 u- G4 t, |7 ~ | An efficient method for finding the exact solution of nonlinear evolution equations6 z' [, a! u# ]
| Vol.19No.28(2005)
! I2 V3 W4 }& s | Modern Physics Letter B $ |/ N; ?* I0 F I: D
| SCI收录" N# u0 R! g$ m0 Z9 `
|
| 64 j9 n+ ?% O2 G+ I
5 l; m, \3 X3 u7 v4 N9 ?' b | The algebraic properties of the generalized Pascal functional matrices associated with the exponential families
p$ R! w. _ m6 c0 e, l | 318(2000) 45-52
" }' i6 t. j: B& h2 b+ L n% |3 U | Linear Algebra and its Applications/ E0 r, ^3 P, k6 q% {1 n4 ?
| SCI收录
5 }7 b& e; s8 C- y9 X/ m I |
| 7
& _( J- V# E# K. G& \ {( _- z7 D! U
| The repeated homogeneous balance method and its applications to nonlinear partial differential equations9 g& e- k7 u5 T3 K& Q5 X. I
| 28 (2006) 448-453
7 U% a+ B% G5 Z8 b7 `7 o, U/ c1 n5 X | Chaos,SolitonandFractals " h0 x2 s1 ?4 I- K* r3 e& f: V. t
| SCI收录
2 s- @' ]% i2 V+ G0 d; b+ h |
| 8
4 X( ?# `. `; F0 z$ ^ | Sequences related to Riordan arrays
$ J" J8 l! D) \6 u9 S | 40(2002) 247-252/ L) O. ~/ A; h q& ~2 _* P7 W3 W
| The Fibonacci Quarterly3 h! a8 ^$ Z- h8 i" x
| SCI收录+ v1 y3 @" ^$ {
|
| 96 N! X$ R* W/ @9 f
| A new note on a homogeneous balance method
0 V* t" g9 }. F; D( T | 297(2002) 59-67) H0 V: l* O- H4 f
| Physics Letter A7 ]4 j: P: e2 m( A3 V( X9 Y. U
| SCI收录0 K7 j# s" N! ^$ z7 W, n
|
| 108 {- I- x" J8 S6 Z) H' `
| Some identities related to reciprocal functions, N# @$ I& a# u
| 265 (2003) 323-335
1 m2 p3 B; X, O5 l; Q4 f- @* v | Discrete Mathematics+ K n+ g: v! a- J' P) ~
| SCI收录3 b* W" j) ]/ i0 x& T& N- N+ ?
|