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The list of Publications in international
journals
(Ⅱ). Papers (123)X. Zhang and G. Hu ，Spiral tip meandering induced by excitability modulation，Eur. Phys. J. B 51, 389–393 (2006) (122)Xiaoming Zhang, Maolin Fu, Jinghua Xiao, and Gang Hu Self-organization of chaos synchronization and pattern formation in coupled chaotic oscillators PHYSICAL REVIEW E 74, 015202(R) 2006. (121)Hong Zhang, Zhoujian Cao, Ning-Jie Wu, He-Ping Ying, and Gang Hu, Suppress winfree turbulence by local forcing excitable systems, Phys. Rev. Lett. 94, 188301 (2005). (120)Xiaowen Li, Heqiao Zhang, Yu Xue, and Gang Hu, Enhancing chaoticity of spatiotemporal chaos, Phys. Rev. E 71, 016216 (2005). (119)Haihong Li, Dahai He, Zhoujian Cao, Ying Zhang, Toyonori Munakata, and Gang Hu, Relaxation to equilibrium in few-particle adiabatic piston systems, Phys. Rev. E 71, 061103 (2005). (118)Haihong Li, Zhoujian Cao, and Gang Hu, Analytical solution of space probability distributions of particles in a one-dimensional ring, Phys. Rev. E 67, 041102 (2004). (117)Huaping Lu and Gang Hu, Propagation of desynchronous disturbances in synchronized chaotic one-way coupled map lattices, Phys. Rev. E 69, 036212 (2004). (116)H. Zhang, Z. Cao, C. Gao. Hawking radiation from spherically symmetrical gravitational collapse to an extremal RN black hole for a charged scalar field. Communication in Theoretical Physics, 2004, 41(3): 385 (115)Z. Cao, H. Li, T. Munakata, D. He, G. Hu. Exact statistics of Three-hard-disk system in two-dimensional space. Physica A, 2004, 334: 187 (114)H. Li, Z. Cao, D. He, G. Hu, Analytical probability solution and phase transition of a two-dimensional few-body adiabatic piston system, Europhysics Letters, 2004, 67: 3. (113)Hong Zhang, Bambi Hu, and Gang Hu, Suppression of spiral waves and spatiotemporal chaos by generating target waves in excitable media, Phys. Rev. E 68, 026134 (2003) (112)H. Li, Z. Cao, G. Hu. Analytical solution of space probability distributions of particles in a one-dimensional ring. Physical Review E 2003; 67: 041102 (111)Zhigang Zheng, Jian Gao and Gang Hu, Collective directional transport of coupled oscillators in symmetric periodic potential, Int. J. Mod. Phys. B17, 22-24,4415-4422 (2003). (110)Z.Gao,B.Hu,and G.Hu, Pattern formation in small world network,Phys.Rev.E65,R055204(2002). (109)D.H.He,G.Hu,et,al,Stochastic resonance of small-world networks,Phys.Rev.E65,016209(2002). (108)T.Munakata and G.Hu,Pressure of a two-body system,Phys.Rev.E65(accepted,2002). (107)Y.zhang,G.Hu,et al,Rotating wave appearing in coupled chaotic oscillators via phase ording bifurcation,Phys.Rev.E64,037203(2001). (106)Z.G.Zheng,G.Hu,and B.Hu,Directional Transportation in one-way coupled overdamped FK model and stochastic resonance,Phys.Rev.Lett.86,2273(2001). (105)M.zhan,G.Hu et al,Generalized sply state in coupled chaotic oscillators induced by weak mutual resonant interactions,Phys.Rev.Lett.86,1510(2001). (104)Y.Zhang,G.Hu and H.Cerdeira,Partial syschronization in coupled chaotic oscillators,Phys.Rev.E63,026211(2001). (103)G.Hu,Z.G.Zheng,et al Thermodynamic second law in irreversible processes,Phys.Rev.E64, R045102(2001). (102)Z.G.Zheng, G.Hu, Hu B, Enhancement of phase synchronization through asymmetric couplings, Phys. Rev. E 62:5) 7501-7504 Part B Nov. (2000). (101)G. Hu, Y. Zhang, Cerdeira HA, et al., From low -dimensial chaos in coupled systems to high-dimensional desynchronous spatiotemporal chaos in coupled systems, Phys. Rev. Lett. 85:(16) 3377-3380 Oct. 16(2000). (100)G. Hu, J.H. Xiao, et al., Analytical study of spatiotemporal chaos control by applying local injections, Phys. Rev. E 62:(3) R3043-R3046 Part A Sep. (2000). (99)M. Zhan, Z.G. Zheng, G. Hu, et al., Nonlocal chaotic phase synchronization, Phys. Rev. E 62:(3) 3552-3557 Part A Sep. (2000). (98)M. Zhan, G. Hu, J.Z. Yang, Synchronization of chaos in coupled systems, Phys. Rev. E 62: (2)2963-2966 Part B Aug. (2000). (97)M. Zhan, G. Hu, Intermingled basins and on-off intermittency in a multistate system, Phys. Rev.E62: (1) 375-383 Part A Jul. (2000). (96)Z.G. Zheng, Hu BB, G. Hu, Collective phase slips and phase synchronizations in coupled oscillator systems, Phys. Rev. E 62: (1) 402-408 Part A Jul. (2000). (95)Y. Zhang, G. Hu, S.G. Chen, et al., Noise-induced bifurcations and chaos in the average motion of globally-coupled oscillators, Eur. Phys. J B 15: (1) 51-57 May (2000). (94)J.H. Xiao, G. Hu, J.H. Gao, Turbulence control and synchronization and controllable pattern formation, Int. J Bif. & Chaos 10: (3)655-660 Mar. (2000). (93)Z.G.Zheng, G.Hu, and.B.B.Hu, Phase slips and phase synchronitation of coupled oscillators, Phys.Rev.Lett.81, 5318－5321 (1998). (92)G.Hu, J.Z.Yang and J.H.Xiao, Hopf bifurcation from chaos and generalized winding numbers, Phys.Rev.Lett.81, 5314－5317 (1998). (91)J.H.Xiao, G.Hu, J.Z.Yang and G.H.Gao, Controlling Turbulence in the Complex Ginzburg-landau equations, Phys.Rew.Lett.81, 5552－5555 (1998). (90)J.Z.Yang, G.Hu, and J.H.Xiao, Chaos control in coupled oscillators, Phys.Rev.Lett.80, 496 (1998). (89)G.Hu and J.H.Xiao, Controlling spiral waves, Phys.Rev.Lett.80, 1884 (1998). (88)Y.Zhang and G.Hu , Quenching problem of globally coupled bistable systems, Eur, Phys.J.B3, 253 (1998). (87)Y.Zhang, G.Hu, et al, Collective behavior of coupled oscillators, Phys.Rev.E57, 2543 (1998). (86)Y.Zhang, G.Hu, and L.Gammaitoni, Signal transmission in one-way coupled bistable systems, Phys.Rev.E58, 2952 (1998). (85)G.Hu and J.Z.Yang, and W.J.Liu, Stability and controllability of coupled oscillators, Phys.Rev.E58, 4440 (1998). (84)Z.G.Zheng, B.B.Hu and G.Hu, Dynamics of discrete sine-Gordon lattice, E57, 1139 (1998). (83)Z.G.Zheng, B.B.Hu and G.Hu, Resonant steps in damped driven FK model , Phys.Rev.B58, 5453 (1998). (82)Z.G.Zheng, B.B.Hu, and G. Hu, Array -induced collective transport, Phys.Rev.E58, 7095-7090 (1998). (81)J.H.Xiao, G.Hu, H.Liu and Y.Zhang, Frequency-Sensitive stochastic resonance in periodically forced and globally coupled systems,Eur.Phys.J.B5, 133 (1998). (80)J.Z.Yang and G.Hu, Scaling behavior of surface roughening , Phys.Rev.E55, 1525 (1997). (79)F.G.Xie and G.Hu, On-Off intermittency in 2D map lattices, Phys.Rev.E55, 79 (1997). (78)F.G.Xie and G.Hu, Clustering in globally coupled systems, Phys.Rev.E56, 1567 (1997). (77)G.Hu, J.H.Xiao, et al, Chaos synchronization of 2D coupled map lattices , Phys, Rev, E56, 2738 (1997). (76)J.Xiong, Y.G.Sun and G.Hu, Scattering in twin-cavity narrow-band interference filters illuminated by a monochromatic beam, Appl, Opt. 36, 9104 (1997). (75)J.H.Xiao, G.Hu and Z.L.Qu, Synchronization of spatiotemporal chaos and its application to multichannel spread- spectrum communication, Phys.Rev.Lett.77, 4162 (1996). (74)G.Hu, H.Haken, and F.G.Xie, Stochastic resonance with sensitive frequency dependence in globally coupled continuous systems. Phys.Rev.Lett. 77, 1925 (1996). (73)G.Hu, A.Kaffertshofer, and H.Haken, Diffusion of periodically forced Brownian particles moving in space-periodic potential. Phys.Rev.Lett.76, 4874 (1996). (72)W.M.Yang, M.Z.Ding, and G.Hu, Trajectory selection in multistable systems:Stochastic resonance, signal bias, and the effect of signal phase, Phys.Rev.Lett.53, 3246 (1996). (71)G.Hu, C.Z.Ning , and H.Haken, Inverse problem with a dilated kernal containing different singularities.Phys.Rev.E54.2359 (1996). (70)G.Hu, F.G.Xie, Z.L.Qu, and F.Zhang, Locally excited coupled map lattice: Phase transition from a local to global response, Phys.Rev.E54, 1305 (1996). (69)K.F.He, and G.Hu, Feedback control of chaotic motions and unstable wave packets in a space-time-dependent system, Phys.Rev.E 53, 2271 (1996). (68)J.Z.Yang, Z.L.Qu.and G.Hu, Duffing equation with two periodic forcings: The phase effect, Phys.Rev.E53, 4402 (1996). (67)Z.L.Qu, F.G.Xie, and G.Hu, Spatiotemporal on-off intermittency by random driving, Phys.Rev.E53, R1301-1304 (1996). (66)F.G.Xie and G.Hu, Transient on-off intermittency in a coupled map lattice system, Phys.Rev.E53, 1232-1235 (BR) (1996). (65)F.G.Xie, and G.Hu, Spatiotemporal periodic pattern and propagated spatiotemporal on-off intermittency in a one-way coupled map lattice system.Phys.Rev.E53, 4439-4446 (1996). (64)Z.G.Zheng, G.Hu, and J.Y.Zhang, Ergodicity in hard-ball systems and Boltzmann's entropy, Phys.Rev.E53, 3246 (1996). (63)X..Z.Zhang, and G.Hu, 1/f noise in a two-lane highway traffic model, Phys.Rev.E52, 4664 (1995). (62) Z.G.Zheng, G.Hu, and J.Y.Zhang, Ergodic property of a Henon-Heiles model with reflecting walls, Phys.Rev.E52, 3440 (1995). (61)Z.G.Zheng, and G.Hu, Systematic perturbation solution for Brownian motion in a biased periodic petential field, Phys.Rev.E52, 109 (1995). (60)R.Li, G.Hu, C.Y.Yang , X.D.Wen , G.R.Qing , and H.J.Zhu, Stochastic resonance in bistable systems subject to signal and quasimonochromatic noise., Phys.Rev.E51, 3964 (1995). (59)F.G.Xie and G.Hu, Periodic solution and bifurcation behavior in a parametrically damped two-well Duffing equaion..Phys.Rev.E51, 2773 (1995). (58)G.Hu, C.Z.Ning , and H.Haken, Inverse problem and singularity of the integration kernal, Phys.Lett.A205, 130 (1995). (57)G.Hu, L.Pivka, and A.L.Zheleznyak, Synchronization of a one-dimensional array of Chua's circuits by feedback control and noise, IEEE Transactions on Cir.and Sys.42, 736 (1995). (56) Z.L.Qu, G.Hu, G.J.Yang, and G.R.Qin, Phase effect in taming nonautonomous chaos by weak harmonic perturbations, Phys.Rev.Lett.74, 1736-1739 (1995). (55)G.Hu, and Z.L.Qu, Controlling spatiotemporal chaos in coupled map lattice systems, Phys.Rev.Lett.72, 68-71 (1994). (54)G.Hu, and K.F.He,Controlling chaos in systems described by partial differential equations, Phys.Rev.Lett.,3794-3797 (1993). (53) G.Hu, C.Z.Ning, and H.Haken, Stochastic resonance without external periodic force, Phys.Rev.Lett.71, 807 (1993). (52)G.Hu, H.Haken， Potential at degenerate Hopf bifurcation point , Phys.Rev.A41, R2231 (1990). (51)G.Hu and H.Haken, Steepest descend approximation of coloured noise problem, Phys.Rev.A41, R7078 (1990). (50)F.G.Xie, G.Hu, and Z.L.Qu, On-off intermittency in a coupled map lattice system, Phys.Rev.E52, R1268 (1995). (49)Zhilin Qu, Gang Hu, Spatiotemporally periodic patterns in symmetrically coupled map lattice, Phys.Rev.E50, 163 (1994). (48)Zhilin Qu, Gang Hu , Benkun Ma, Spatiotemporally periodic states , periodic windows, and intermittence in coupled map lattices, Phys.Rev.E49, 1099 (1994). (47)S.P.Yang, Gang Hu, Two-hard-mode bifurcations in two-photon laser system with injected signal, Phys.Rev.A49, 3966 (1994). (46)T.Ditzinger, C.Z.Ning, Gang Hu, Resonance like responses of autonomous nonlinear systems to white noise, Phys.Rev.E50, 3508 (1994). (45)K.F.He, Gang Hu, Eigenbvalue crossing and avoided crossing in forced nonlinear drift wave system, Phys.Lett.A190, 38 (1994). (44)M.I.Dykman, H.Haken, G.Hu, D.G.Luchinsdy, R.Mannella, P.V.E.Mcclintock, C.Z.Ning , N.D.Stein and N.G.Stocks, Linear response theory in stochastic resonance, Phys.Lett.A180, 332 (1993). (43)G.Hu, H.Haken and C.Z.Ning, Nonlinear response theory in stochastic resonance, Phys.Rev.E47, 2321 (1993). (42) Z.L.Qu, G.Hu and B.K.Ma, Controlling chaos via continuous feedback, Phys.Lett.A178, 265 (1993). (41)Qu.Z.L, G.Hu, Ma.B.K, Relaxation from an intrisically unstable state to the metastable state in a colored-noise-drive system , Phy.Rev.E47, 2361 (1993). (40)Yang.G.J., Huang Z.Q., Hu Gang, Squeezing in driven two-photon system, Quantum Optics, No.5, 121 (1993). (39)G.Hu, and K.F.He, Phase transitions in stochastic systems with double singularities, Phys.Rev.45A, 5447 (1992). (38)D.C.Gong, G. Hu, Experimental study of SNR, Phys.Rev.45A, 3243 (1992). (37)G.Hu, D.C.Gong, A periodic signal and stochastic resonance, Phys.Rev.A45, 3250 (1992). (36)K.F.He, G.Hu, Bifurcations in forced nonlinear drift wave systems, Phys.Lett.A169, 341 (1992). (35)G.Hu, H.Haken, C.Z.Ning, Stochastic resonance beyond the adiabatic approximation , Phys.Lett.A172, 21 (1992). (34) G.Hu, Two-dimensional distribution of systems driven by colored noise, Phys, Rev.A43, 700 (1991). (33)G.Hu, Double-expansion approach of Fokker-Planck equations, Phys.Rev.A44, 2450 (1991). (32)G.Hu and Z.H.Lu, Probability distribution in colored noise system in weak noise and long correlation time limit, Phys.Rev.A44, 8027 (1991). (31)G.Hu et al , A comparision of analog observation with adiabatic theory of stochastic resonance, Phys.Rev.A44, 6414 (1991). (30)D.C.Gong , G.R.Qing , G.Hu and X..D.Weng, Experimental study of stochastic resonance , Phys.Lett.A159, 147 (1991). (29)G.Hu et al, The influnce of detunings on the nonclassical optical problem, Phys.Lett.A159, 47 (1991). (28)G.Hu, G.Nicolis, C.Nicolis, Stochastic resonance and periodically forced Fokker-Planck equation, Phys.Rev.A42, 2030 (1990). (27)C.Nicolis, G.Nicolis, G.Hu, Numerical result of forced Fokker-Planck equation and its mixing property, Phys.Lett.A151, 139 (1990).. (26)G.Hu, B.L.Hao, Potential and Planar dynamic systems, Phys.Rev.B42, 3335 (1990). (25)J.Yu, G.Hu and B.K.Ma, Gelation in Multi-Cluster Coagulation, Phys.Rev.B41, 9424 (1990). (24)G.Hu, C.Z.Ning, H.Haken, Codimension-two bifurcation and Sub-and-Supper-Hopf bifurcation of optical bistable systems, attractors of bistable systems, Phys.Rev.A41, 2702 (1990). (23)G.Hu, C.Z.Ning, H.Haken, Multiple attractors of bistable optical systems, Phys.Rev.A41, 3975 (1990). (22)G.Hu, A Solvable model of Fokker-Planck equation without detailed balance, Phys.Rev.A39, 1289 (1989). (21)G.Hu, Time-dependent Solution of Multidimensional Fokker-Planck equations in the weak noise limit, J.Phys.A21, 365 (1989). (20)G.Hu, and H.Haken, Slaving principle in quench problem, Z.Physik, B76, 537 (1989). (19)G.Hu, H.Haken, Polynomial expansion of the potential of Fokker-Planck equation, Phys.Rev.A40, 5966 (1989). (18)T.Tel, R.Graham, G.Hu, Potential at high order singular points, Phys.Rev.A40, 4056 (1989). (17)J.Yu and G.Hu, Screened Eden model , Phys.Rev.B39, 4659 (1989). (16)J.Yu , G.Hu and B.K.Ma, Generalized Smoluchovski equation, Phys.Rev.B39, 4572 (1989). (15)J.Yu and G.Hu, Smoluchovski equation of multi-cluster interaction systems, Phys.Rec.B40, 661 (1989). (14)G.J.Yang , G.Hu, Unstable regions of single-mode optical bistability, Phys.Rev.A39, 2514 (1989). (13)G.Hu, and G.J.Yang , Codimension-three bifurcation point in a laser system with an injected signal, Phys.Rev.A40, 834 (1989). (12)G.Hu and H.Haken, Multimode instability in optical bistable system, Phys.Rev.A40, 1899 (1989). (11)G.Hu, The power series expansion of the potential of FPE without detailed- balance, Phys.Rev.A38, 3693 (1988). (10)J.Yu and G.Hu, The Exact Solution of the invariant density for piecewise linear approximation to cubic maps, J.Phys.21A, 2717 (1988). (9)G.Hu, G.J.Yang, Instability in injected laser and optical bistable systems, Phys.Rev.A39, 1979 (1988). (8)G.Hu, Stationary Solution of Master Equations in the Large-system-size limit , Phys.Rev.36A, 5782 (1987). (7)G.Hu, Unified solution of the FPE with a Bistable Potential, Phys.Lett.A116, 361 (1986). (6)G.Hu, The Systemp-Size Expansion of the Potential of Master Equation, Physica, 136A (1986) 607. (5)G.Hu, A Comparision of FPE.and ME.in the Thermodynamic Limit .Z.Physik.B48.247, (1986). (4)G.Hu, Lyapunov Function and Stationary Probability Distribution, Z.Physik.B85 103 (1986). (3)G.Hu, and Q.Zheng, The Initial Value Problem of Fokker-Planck Equations with a Bistable Potential, Phys.Lett.110A (1985) 68. (2)G.Hu, The Initial Value problem of birth-death Equations, Phys.Lett.110A (1985)253. (1)G.Hu, Master Equation without Detailed Balance , Physica, 132A (1985)586.
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