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1 R3 N# Y B1 [6 e0 q% R4 e5 L | 论文题目 | 期次 | 刊物名称 | 级别 |
1 | Sequences related to Riordan arrays
6 U( u, O7 R6 }# A, N" i | 40(2002)
2 W" e) G" c# B5 J9 t1 G5 y | TheFibonacci Quarterly' O2 [: d2 w( a2 \
| SCI收录) j% D b. v) h) x
|
2 | A generalized summation rule related to Stirling numbers
' p [6 @3 C. S3 `: _ | 42(2004)194-201 Q o! e* z5 C2 I5 u+ U+ I: M/ ~
| The Fibonacci Quarterly
; n3 P* ~1 {' m" M6 F | SCI收录6 j4 n2 I$ O8 A+ k5 @
|
3 | Some summation rules related to the riordan arrays* T8 U0 L' l: h r' j3 Y
| 281/1-3 (2004) 295-307
6 S- r: v7 e, Q( O' M b( ~ | Discrete Mathematics
& g2 ~- M3 s; x. T( l" O | SCI收录) ]$ c- i M5 `! b+ m5 J8 V' W! m% p: D
|
4 | 非等谱非线性演化方程族的零曲率表示7 P/ t4 L0 E( L% @3 J$ Q
| 2005(6)7 i3 L- j+ v/ c1 g
| 中国海洋大学学报
7 e- z9 k5 N3 D1 n' t | 核心% o q2 k# k% \# n+ z3 `
|
5 | Exact traveling wave solutions of the Boussinesq equation
' \* S) N( ^6 \# W } | 29(2006) 1032-1036
7 Y1 D" R s- F | Chaos, Soliton and Fractals
" R& s' M! c. c: a, M | SCI收录3 a1 L5 V4 \9 S( S; K
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6 | The repeated homogeneous balance method and its applications to nonlinear partial differential equations0 d$ Y) ~7 D K4 W( y
| (2006) 1272-12745 t# A# ~+ q5 r) E5 D9 X8 D" @
| Proceeding of the 3th international conference om impulsive dynamic systems and applications8 W2 _$ [3 [ j/ ^$ W% }4 s3 ]* v
| SCI收录; b. k# X ^) q$ n
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