Zhigui Lin

Pós-doutorado

Idiomas

Áreas de atuação

Produções bibliográficas

• Y.Du ; LIN, Z. . Spreading-vanishing dichotomy in the diffusive logistic model with a free boundary. SIAM Journal on Mathematical Analysis (Print) , v. 42, p. 377-405, 2010.

• ZHU, P. ; W.Gan ; LIN, Z. . Coexistence of two species in a strongly coupled Schoener´s competitive model. Acta Applicandae Mathematicae , v. 110, p. 469-476, 2010.

• Z, Ling ; LIN, Z. . Traveling wavefront in a hematopoiesis model with time delay. Applied Mathematics Letters , v. 23, p. 426-431, 2010.

• J. Liu ; LIN, Z. . Stationary patterns for a predator-prey model with holling type III response function and cross-diffusion. Bulletin of the Korean Mathematical Society , v. 47, p. 251-261, 2010.

• Q. Zhang ; LIN, Z. . Perodic solutions of quasilinear parabolic systems with nonlinear boundary conditions. Nonlinear Analysis , v. 72, p. 3429-3435, 2010.

• LIN, Z. ; PEDERSEN, M. ; L. Zhang . A predator-prey system with stage-structure for predator and nonlocal delay. Nonlinear Analysis , v. 72, p. 2019-2030, 2010.

• C. Tian ; LIN, Z. ; PEDERSEN, M. . Instability induced by cross-diffusion in reaction-diffusion systems. Nonlinear Analysis. Real World Applications , v. 11, p. 1036-1045, 2010.

• K I, K ; LIN, Z. ; L. Zhang . Avian-human influenza epidemic model with diffusion. Nonlinear Analysis. Real World Applications , v. 11, p. 313-322, 2010.

• W.Gan ; LIN, Z. . Coexistence and asymptotic periodicity in a cooperating model. International Journal of Biomathematics , v. 2, p. 167-177, 2009.

• K I, K ; LIN, Z. . A free boundary problem for a parabolic system describing an ecological model. Nonlinear Analysis. Real World Applications , v. 10, p. 428-436, 2009.

• K I, K ; LIN, Z. . Asymptotic behavior of an SEI epidemic model with diffusion. Mathematical and Computer Modelling , v. 47, p. 1314-1322, 2008.

• C. Tian ; LIN, Z. . Periodic solutions of reaction diffusion systems in a half-space domain. Nonlinear Analysis. Real World Applications , v. 9, p. 811-821, 2008.

• W.Gan ; LIN, Z. . Coexistence and asymptotic periodicity in a competitor competitor mutualist model. Journal of Mathematical Analysis and Applications (Print) , v. 337, p. 1089-1099, 2008.

• K I, K ; LIN, Z. . Asymptotic behavior of an SEI epidemic model with diffusion. Mathematical and Computer Modelling , v. 47, p. 1314-1322, 2008.

• LIN, Z. . A free boundary problem for a predator-prey model. Nonlinearity (Bristol) , v. 20, p. 1883-1892, 2007.

• H. Zhou ; LIN, Z. . Coexistence in a strongly coupled system describing a two-species cooperative model. Applied Mathematics Letters , v. 20, p. 1126-1130, 2007.

• Z, Ling ; LIN, Z. . Global existence and bow-up of solutions to a parabolic system in a three-species cooperating model. Journal of Biomathematics , v. 22, p. 209-214, 2007.

• LIN, Z. . Time delayed parabolic system in a two-species competitive model with stage structure. Journal of Mathematical Analysis and Applications (Print) , v. 315, p. 202-215, 2006.

• K I, K ; LIN, Z. . A degenerate parabolic system with self-diffusion for a mutualistic model in ecology. Nonlinear Analysis. Real World Applications , v. 7, p. 597-609, 2006.

• K I, K ; LIN, Z. . Parabolic systems with time delays and without time delays in a cooperating model. Far East Journal of Applied Mathematics , v. 24, p. 219-231, 2006.

• F. Xu ; Y. Hou ; LIN, Z. . Time delay parabolic system in a predator-prey model with stage structure. Acta Mathematica Sinica , v. 48, p. 1121-1130, 2005.

• LIN, Z. ; PEDERSEN, M. . Coexistence of a general elliptic system in population dynamics. Computers & Mathematics with Applications , v. 48, p. 617-628, 2004.

• LIN, Z. . A time delayed parabolic system in a three-species predator-prey model. Acta Mathematica Sinica , v. 47, p. 559-568, 2004.

• LIN, Z. ; Y. Liu . Uniform blow-up profiles for diffusion equations with nonlocal source and nonlocal boundary. Acta Mathematicae Applicatae Sinica , v. 24, p. 443-450, 2004.

• LIN, Z. ; PEDERSEN, M. . Stability in a diffusive food-chain modil with Michelis Menten functional response. Nonlinear Analysis , v. 57, p. 421-433, 2004.

• K I, K ; LIN, Z. . Blow-up behaviors for diffusion system coupled through nonlinear boundary conditions in a half space. Journal of Mathematical Analysis and Applications (Print) , v. 293, p. 663-676, 2004.

• K I, K ; LIN, Z. . Blow-up in a three-species cooperating model. Applied Mathematics Letters , v. 17, p. 89-94, 2004.

• K I, K ; LIN, Z. . Coexistence in the three species prdator-prey model with diffusion. Applied Mathematics and Computation , v. 145, p. 701-716, 2003.

• K I, K ; LIN, Z. . Coexistence of three epecies in a strongly coupled elliptic system. Nonlinear Analysis , v. 55, p. 313-333, 2003.

• PEDERSEN, M. ; LIN, Z. . The profile near blow-up time for solutions of diffusion systems coupled with localized nonlinear reactions. Nonlinear Analysis , v. 50, p. 1013-1024, 2002.

• LIN, Z. . Blow-up estimates for a mutualistic model in ecology. Electronic Journal on the Qualitative Theory of Differential Equations , v. 8, p. 1-14, 2002.

• P. Yan ; LIN, Z. . Stationary structures for a weakly coupled elliptic system arising in two-predator, two-prey models. Acta Mathematicae Applicatae Sinica , v. 21, p. 453-459, 2001.

• PEDERSEN, M. ; LIN, Z. . Coupled diffusion systems with localized nonlinear reactions.. Computational & Applied Mathematics , v. 42, p. 807-816, 2001.

• PEDERSEN, M. ; LIN, Z. . Stationary patterns in one-predator, two-prey models. Differential and Integral Equations , v. 14, p. 605-612, 2001.

• LIN, Z. . Evidence of eutectic crystallization and transient nucleation in AI89L1a6Ni5 amorphous alloy. Applied Physics Letters , v. 79, p. 743-745, 2001.

• PEDERSEN, M. ; LIN, Z. . Blow-up estimates of the positive solution of a parabolic system. Journal of Mathematical Analysis and Applications (Print) , v. 255, p. 551-563, 2001.

• PEDERSEN, M. ; LIN, Z. . Blow-up analysis for a system of heat equations coupled through a nonlinear boundary condition. Applied Mathematics Letters , v. 14, p. 171-176, 2001.

• LIN, Z. ; M. Wang . The blow-up properties of solution to semilinear heat equations with nonlinear boundary condition. Zeitschrift fur Angewandte Mathematik und Physik (Printed ed.) , v. 50, p. 361-374, 1999.

• LIN, Z. ; C. Xie . The blow-up rate for a system of heat equations with nonlinear boundary condition. Nonlinear Analysis , v. 34, p. 767-778, 1998.

• LIN, Z. ; C. Xie . Blow-up rate of positive solution of a semilinear parabolic system. Chinese Science Bulletin , v. 43, p. 101-103, 1998.

• LIN, Z. ; C. Xie . The blow-up rate for a system of heat equations with Neumann boundary conditions. Acta Mathematica Sinica , v. 15, p. 549-554, 1998.

• LIN, Z. ; C. Xie ; M. Wang . The blow-up properties of solutions to a parabolic system with localized nonlinear reactions. Acta Mathematica Sinica , v. 18, p. 413-420, 1998.

• LIN, Z. . The blow-up properties of solutions to semilinear heat equations with Neumann boundary conditions. Acta Mathematica Sinica , v. 18, p. 315-325, 1998.

• LIN, Z. . Global existence and blow-up for a parabolic system with nonlinear boundary conditions. Journal of Partial Differential Equations , v. 11, p. 231-244, 1998.

• LIN, Z. ; C. Xie ; M. Wang . The blow-up property for a system of heat equations with nonlinear boundary conditions. Applied Mathematics A Journal of Chinese Universities , v. 13, p. 281-288, 1998.

• LIN, Z. . Positive solutions to systems of heat equations with a semilinear boundary condition. Acta Mathematicae Applicatae Sinica , v. 11, p. 335-336, 1995.

• LIN, Z. . The diffraction problem and Verigin problem of quasilinear parabolic equation in divergence form for the one-dimensional case. Journal of Partial Differential Equations , v. 5, p. 35-42, 1992.

• Z, Ling ; LIN, Z. . A free boundary problem for a two-species competitive model in ecology. Discrete and Continuous Dynamical Systems , 2011.

• L. Zhang ; LIN, Z. . A Holling´s type II prey-predator model with stage structure and nonlocal delay. Applied Mathematics and Computation , 2011.

• J. Liu ; B. Yao ; LIN, Z. . Peiodicity and blow-up in a two-species cooperating model. Mathematical and Computer Modelling , 2011.