Busenbergn S, Kishore K S, Austin P, et al. The dynamics of a model of a planktonnutrient interaction[J]. J Math Biol,1990,52:677-696.
[2]
Xia H, Ruan S. Global stability in chemostat type plankton models with delay nutrient recycling[J]. J Math Biol,1998,37:253-271.
[3]
Pardo O. Global stability for a phytoplanktonnutrient system[J]. J Biol Sys,2000,8:195-209.
[4]
Mukhopadhyay B, Bhattacharyya R. Modelling phytoplankton allelopathy in a nutrientplankton model with spatial heterogeneity[J]. Ecological Modelling,2006,198:163-173.
[5]
Suttle C, Charm A, Cottrell M. Infection of phytoplankton by viruses and reduction of primary productivity[J]. Nature,1990,347:467-469.
[6]
Chattopadhyay J. A predatorprey model with disease in the prey[J]. Nonlinear Analysis,1999,36:747-766.
[7]
Chattopadhyay J, Bairagi N. Pelicans at risk in Salton seaan ecoepidemiological model[J]. Ecological Modelling,2001,136:103-112.
[8]
Xiao Y, Chen L. Modeling and analysis of a predatorprey model with disease in the prey[J]. Math Biosci,2001,171:59-82.
[9]
Xiao Y, Chen L. A ratiodependent predatorprey model with disease in the prey[J]. Appl Math Comput,2002,131:397-414.
[10]
Singh B K, Chattopadhyay J, Sinha S. The role of virus infection in a simple phytoplankton zooplankton system[J]. J Theo Biol,2004,231:153-166.
[11]
Chattopadhyay J, Sarkar R R, Pal S. Dynamics of nutrientphytoplankton interaction in the presence of viral infection[J]. Biosystem,2003,68:5-17.
[12]
Khare S, Misra O P, Dhar J. Role of toxin producing phytoplankton on a plankton ecosystem[J]. Nonlinear Analysis:HS,2010,4:496-502.
[13]
Jang S R J, Baglama J, Rick J. Nutrientphytoplanktonzooplankton models with a toxin[J]. Math Comput Model,2006,43:105-118.
[14]
Wallhead P J, Martin A P, Srokosz M A. Spatially implicit plankton population models: Transient spatial variability[J]. J Theo Biol,2008,253:405-423.
[15]
Das K, Ray S. Effect of delay on nutrient cycling in phytoplanktonzooplankton interactions in estuarine system[J]. Ecological Modelling,2008,215:69-76.
[16]
Dhar J, Sharma A K. The role of viral infection in phytoplankton dynamics with the inclusion of incubation class[J]. Nonlinear Analysis:HS,2010,4:9-15.
Ghosh D, Sarkar A K. Stability and oscillations in a resourcebased model of two interacting species with nutrient cycling[J]. Ecological Modelling,1998,107:25-33.
[19]
Bandyopadhyay M, Bhattacharyya R, Mukhopadhyay B. Dynamics of an autotrophherbivore ecosystem with nutrient recycling[J]. Ecological Modelling,2004,176:201-209.
[20]
Chakraborty S, Roy S, Chattopadhyay J. Nutrientlimited toxin production and the dynamics of two phytoplankton in culture media: A mathematical model[J]. Ecological Modelling,2008,213:191-201.
[21]
Lv Y F, Pei Y Z, Gao S J, et al. Harvesting of a phytoplanktonzooplankton model[J]. Nonlinear Analysis:RWA,2010,11:3608-3619.
[22]
Das K, Ray S. Effect of delay on nutrient cycling in phytoplanktonzooplankton interactions in estuarine system[J]. Ecological Modelling,2008,215:69-76.
[23]
Brewin R J W, Sathyendranath S, Hirata T, et al. A threecomponent model of phytoplankton size class for the Atlantic Ocean[J]. Ecological Modelling,2010,221:1472-1483.
Asada T, Yoshida H. Coefficient criterion for fourdimensional Hopf bifurcations: A complete mathematical characterization and applications to economic dynamics[J]. Chaos Soliton Fract,2003,18:525-536.