The algae blooms phenomenon - A mathematical model

Environmental Engineering and Management Journal

Volumn 8, Issue 1, 2009, Pages 113-118

  Ungureanu, Laura ^a   Ştefǎnescu, Laura ^a  

^a SPIRU HARET UNIVERSITY   (Romania)

Author keywords

Dynamic system; Evolution; Model; T pollution

Indexed keywords

ALGAE; ANIMALIA; BACTERIA (MICROORGANISMS);

EID: 62749180813     PISSN: 15829596     EISSN: None     Source Type: Journal    
DOI: 10.30638/eemj.2009.016     Document Type: Article

References (6)

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2. Beltrami E., (1990), Mathematics for Dynamic Modeling, Academic Press, New York.
3. Jones D.S., Sleeman B.D., (2003), Differential Equations and Mathematical Biology, Chapman & Hall.
4. Popescu L, Ungureanu. L., (2006), The Paradigme of Economic Complexity, (in Romanian), Expert Publishing House, Bucharest, Romania.
5. Ungureanu L., (2004), Structural Stability and Biffircation in Two Mathematical Models of Economic Dynamics, Series of Applied and Industrial Mathematics of University of Pilesti (in Romanian), 19, 110-112.
6. Ungureanu L., (2008), A Dynamical Model for the Pollution of Water, Journal of Environmental Protection and Ecology, in press.