
doi: 10.1137/0147086
The authors derive an explicit solution of an important special case of a kinetic model of adsorption processes proposed by \textit{J. Gani} [Math. Biosci. 1, 545-554 (1967)]. These processes describe a number of different situations, all involving the reversible adsorption of monovalent particles to sites on cell surfaces. Applications to somatic gene therapy for hereditary diseases and the kinetics of cell-mediated cytotoxicity are discussed. The authors promise further work on the biological relevance and quality of the estimates obtained.
reversible attachment of antibodies to viruses, adsorption processes, hereditary diseases, kinetics of cell-mediated cytotoxicity, kinetic model, birth-and-death process, Chemical kinetics in thermodynamics and heat transfer, adhesion, Medical applications (general), somatic gene therapy, reversible adsorption of monovalent particles to sites on cell surfaces, Kinetics in biochemical problems (pharmacokinetics, enzyme kinetics, etc.)
reversible attachment of antibodies to viruses, adsorption processes, hereditary diseases, kinetics of cell-mediated cytotoxicity, kinetic model, birth-and-death process, Chemical kinetics in thermodynamics and heat transfer, adhesion, Medical applications (general), somatic gene therapy, reversible adsorption of monovalent particles to sites on cell surfaces, Kinetics in biochemical problems (pharmacokinetics, enzyme kinetics, etc.)
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