This book shows the importance of mathematical and computer approachs in biological investigations. Its orientation is interdisciplinary, giving details of biological systems and methods of specification, construction and utilization of relevant mathematical and computer models. As many complex biomedical and biochemical systems cannot be studied in the laboratory, mathematical and computer models have become powerful tools for investigation. Models are used for both the reproduction of laboratory experiments and for the testing and validation of biological hypotheses. The first chapter presents current hypotheses in electron transport processes in the biological systems of oxygen exchange and photosynthesis. The second describes such systems by means of continuous mathematics employing systems of differential equations. The use of the models developed and the interpretation of the findings are demonstrated using, as examples, processes in photosynthetic bacteria and higher green plants. The third chapter proposes an original application of discrete mathematical theories to the construction of discrete computer models of photosynthetical systems.
The book presents mathematical and computer models of biological electron transport systems and their application to other biological systems. The author describes the mathematical methods in detail and presents the computer simulation models as a source text of the implementation programs. This book would be of interest to applied mathematicians and biophysicists, biologists, biochemists, chemists, botanists, computer scientists, cybernetics, medical workers in industry, research and training."synopsis" may belong to another edition of this title.
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