{(jng)v
196311³W(xu)Ժ(sh)W(xu)cϢƌW(xu)W(xu)ԺԺL(zhng)ϴW(xu)ϺW(xu)ĴTʿ(do)
vn
1(sh)W(xu)I(y)A(ch)n܌W(xu)r(sh) 6 (tng)nW(xu)s 400
2ַ̡I(y)n܌W(xu)r(sh) 3 (tng)nW(xu)s 350
3(sh)׃(sh)I(y)n܌W(xu)r(sh) 3 (tng)nW(xu)s 120 ˡ
4I(y)n܌W(xu)r(sh) 3 (tng)nW(xu)s 120 ˡ
5W(xu)(sh)W(xu)A(ch)n܌W(xu)r(sh) 3 (tng)nW(xu)s 120
о
(dng)ϵy(tng)ڔ(sh)W(xu)(sh)W(xu)
ÿָ(do)I(y)(sh)(x) 50 ÿָ(do)I(y)ɮI(y)ՓČ(xi) 40
ҪؕI(xin)
W(xu)g(sh)ɹ
1ʡ(j)ַ̡Ʒn̽O(sh)
2У(j)ַ̡Ʒn̽O(sh)
3У(j)ַ̡c(din)n̽O(sh)(yn)
4У(j)W(xu)(sh)W(xu)c(din)n̽O(sh)
5У(j)W(xu)(sh)W(xu)(yu)|(zh)n̽O(sh)(yn)
6У(j)(sh)W(xu)ϵI(y)˲B(yng)n̽Y(ji)(gu)Cϸĸоc(sh)`̸(xing)Ŀ(yn)
7У(j)(sh)W(xu)c(yng)Ô(sh)W(xu)c(din)I(y)O(sh)
8У(j)(yng)Ô(sh)W(xu)̌W(xu)F(tun)(du)O(sh)
гɹ
1և(gu)ȻƌW(xu)(xing)Ŀ߾SǾԲ(dng)W(xu)о(xing)Ŀ̖(ho)1106102820111¡201312¡
2ʡ(yng)ûA(ch)о(xing)ĿijЩǾԄ(dng)ϵy(tng)ԑB(ti)о(xing)Ŀ̖(ho)2006A0082M200610¡200910
3ʡ(yng)ûA(ch)о(xing)ĿǾl(f)չ̽ԑB(ti)о(xing)Ŀ̖(ho)2010CD080201010¡201210
4c(din)Ƽ(xing)Ŀ20002010c(jng)(j)l(f)չ(du)о (xing)Ŀ20001¡200212
5ʡdƌW(xu)о(xing)Ŀ(dng)ϵy(tng)ĝuԑB(ti) (xing)Ŀ̖(ho)0012226Y~0.45f(wn)200010¡200210
6ʡdƌW(xu)о(xing)ĿǾ̵ַijЩԑB(ti)о(xing)Ŀ̖(ho)5Z0030AY~0.35f(wn)200510¡20069
7ʡdƌW(xu)о(xing)ĿǾԄ(dng)ϵy(tng)ڽ⼰ԡ (xing)Ŀ̖(ho)06Z051A200610¡200810¡
8У(j)(xing)ĿǾԄ(dng)ϵy(tng)Čо (xing)Ŀ̖(ho)2009ZD002 200910¡201110
9У(j)(xing)Ŀ̷ַ(wn)Ԇ(wn)}о (xing)Ŀ̖(ho)200006200010¡20119
10У(j)(xing)ĿǾַ̽Čо (xing)Ŀ̖(ho)0111901200110¡20029
11У(j)(xing)Ŀ̵ַԑB(ti)(yng)á (xing)Ŀ̖(ho)02111902200210¡20039¡
12У(j)(xing)ĿǾϵy(tng)Čо (xing)Ŀ̖(ho)0311901200310¡20049
13У(j)(yng)Ô(sh)W(xu)c(din)W(xu)ƣ20085¡20125
14У(j)Ǿl(f)չ̽ԑB(ti)䑪(yng)áƼ(chung)F(tun)(du)200910¡20139
(sh)
1Ȕ(sh)W(xu)}̌W(xu)оЇ(gu)ʯʹW(xu)磬20101
2(sh)W(xu)̌W(xu)Ӗ(xn)̳̣Ї(gu)ʯʹW(xu)磬20085
3W(xu)(sh)W(xu)W(xu)20108
Փڿ
[1]Liu Jun , Dai Zhengde ,Lin Songqing . Heteroclinic Breather-wave solutions for Davey- Stewartson Equation[J]. Communications in Theoretical Physics,532010947-951. (SCI).
[2]Liu Jun, Dai Zhengde, Mu Gui and Wang Chuanjian. New abundant two- solitary solutions to Fisher equation and Equal Width wave equation[J]. Far East Journal of Dynamical Systems, 121201031-40. (SCI).
[3]Liu Jun, Duan Miangyi, Mu Gui, Wang Chuanjian.Abundant exact solutions for the higher order nonlinear equation with cubic-quintic non-kerr terms[J]. Communications in nonlinear Science and Numerical Simulations, 1220103777-3781. (SCIEI).
[4]Liu Jun. Research of the Periodic Motion Stability of Two-Degree-of- Freedom Nonlinear Oscillating Systems[J]. Applied Mathematics and Mechanics. 2002,23(10): 1093-1100. (SCI).
[5]Liu Jun. On the Stability of Solutions of Some Third Order Differential Equations[J]. Journal of Jishou University, 2000, 21(3): 37-41.(EI).
[6]Jun Liua, Gui Mu,Zhengde Dai, Xi Liu. Analytic muti-soliton solution of generalized Burgers equation[J]. Computers and Mathematics with Applications, 2010. (SCI).
[7]Dai Zhengde,Liu Jun, Mu Gui,Wang Chuanjian. New Two-Soliton and Periodic Solutions to KdV Equation[J].International Journal of Nonlinear Sciences and Numerical Simulation, 11 (4): 237-242 2010. (SCI).
[8]Dai Zhengde,Liu Jun,Zeng Xiping and Liu Zhengjiang. Periodic kink-wave and kink periodic-wave solutions for Jimbo-Miwa equation[J]. Physics Letters A, 372 (2008),5984-5986. (SCIEI).
[9]Dai Zhengde,Liu Jun and Li Donglong. Applications of HTA and EHTA to YTSF equation[J]. Applied Mathematics and Computation 207(2009)360-364. (SCIEI).
[10]Gao Xianwen,Liu Jun and Li Zitian. New exact kink solutions, solitons and periodic form solutions for the Gardner equation[J]. Advances and Applications in mathematical Sciences, 2010,3(1):81-89 . (SCI).
[11]Dai Zhengde, Liu Jun, Mu Gui,Wang Chuanjian. New two-soliton and periodic solution to KdV equation[J]. Intemational Joumal of Nonlinear Sciences and Numerical Simulation 10(11):1741-1746,2009. (SCI).
[12]Hongying Luo,Mianyi Duan,Jun Liu. Exiplicit periodic solitary wave solutions for the (2+1)-dimensional Boussinesq Equation[J]. Applied Mathematics and Computation 217(2010)826-829. (SCI).
[13]Dai Zhengde, Jun Liu, Zhengjing Liu. Exact periodic kink-wave and degenerative soliton solutions for potential Kadomtsev-Petviashvili equation[J].Commun Nonlinear Sci Nimulat 15(2010)2331-2336. (SCIEI).
[14]Liu Jun , Luo Hong-ying. Hongying Luo. The almost periodic solution for a class of nonlinear differential equation[J]. Pure and Applied mathematics, 2008,24(2):245-250.,MR.
[15]Liu Jun. The Boundedness and the Stability of Solutions for a Class of Fourth Order Nonlinear Differential Equations[J]. Journal of Mathematical Research and Exposition , 2003,23(4)597-603. ,MR
[16]. һǾ̵͑wӺ;SȹӋ(j)[J]. (yng)Ô(sh)W(xu)W(xu)(bo), 2002,25(2)378-380. ģ
[17]. һAǾַ̽ĝuԑB(ti)[J]. (sh)W(xu)s־,2002,224469-474. ,MR
[18],P,犳G. һAǾ̸ַڽĴ[J]. ϲW(xu)W(xu)(bo),2001,25119-24.,MR
[19],犳G.һAǾ̸ַڽĴ[J]. W(xu)W(xu)(bo),2001,18214-16.,MR
[20].һ߷(yng)(dng)W(xu)ģͽԼ䷀(wn)[J]. ĴW(xu)W(xu)(bo),2001,245455-459.,MR
[21]. һǾԄ(dng)ϵy(tng)ĶԷ[J]. W(xu)W(xu)(bo),2003,20(3)41-45.,MR
[22].һAַ̽ĝuԑB(ti)[J]. ĴW(xu)W(xu)(bo),2000,232138-141.,MR
[23].o(w)F(sh)˷eо[J]. ĴW(xu)W(xu)(bo),2000,233294-298.,MR
[24].һǾη̽ĝuԑB(ti)[J]. ĴW(xu)W(xu)(bo),2000,236584-587.,MR
[25].һʳʳϵy(tng)ڽ⼰䷀(wn)[J]. ĴW(xu)W(xu)(bo),2002,253270-274.,MR