Abstract A short survey of topics in biomathematics is followed by a presentation of the mathematical models from biodynamics and medicine studied by the group of nonlinear dynamics and bifurcation of one of the authors (AG). Then a systematic approach of treating these models is formulated. Open problems and topics which can be investigated by this approach are presented. The state of the art in the joint studies on hydrodynamic stability carried out by the first two authors is sketched and possible connections with the field of interest of the third author are revealed.
DYNAMICAL APPROACH IN BIOMATHEMATICS
PALESE, Lidia Rosaria R.;RAGUSO, Grazia
2006-01-01
Abstract
Abstract A short survey of topics in biomathematics is followed by a presentation of the mathematical models from biodynamics and medicine studied by the group of nonlinear dynamics and bifurcation of one of the authors (AG). Then a systematic approach of treating these models is formulated. Open problems and topics which can be investigated by this approach are presented. The state of the art in the joint studies on hydrodynamic stability carried out by the first two authors is sketched and possible connections with the field of interest of the third author are revealed.File in questo prodotto:
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