Titlebook: Compartmental Modeling with Networks; Gilbert G. Walter,Martha Contreras Book 1999 Birkhäuser Boston 1999 Applied math.Maple.Markov.mathem

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legacy

Xiangfu Meng,Weipeng Xie,Jiangyan Cui, for infectives), those recovered from the disease and no longer susceptible (.), and those susceptible to infection (.). The population (.) is assumed to be relatively constant and that therefore . = . + . + .. The particular model used depends on the disease, but most can be analyzed using compartmental models.

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Modeling and Simulation in Science, Engineering and Technologyhttp://image.papertrans.cn/c/image/231052.jpg

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Tournamentsving paired comparisons, in round robin tournaments in which each player plays every other one, in studying pecking order in a barnyard or in an organization. Some natural questions that arise with these digraphs are: (i) Is there always a winner? (ii) Is there an ordering of the players determined by the tournament? (iii) If so, is it unique?

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nuclear-tests

Models for the Spread of Epidemics, for infectives), those recovered from the disease and no longer susceptible (.), and those susceptible to infection (.). The population (.) is assumed to be relatively constant and that therefore . = . + . + .. The particular model used depends on the disease, but most can be analyzed using compartmental models.

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https://doi.org/10.1007/978-1-4612-1590-5Applied math; Maple; Markov; mathematical modeling; model; modeling

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978-1-4612-7207-6Birkhäuser Boston 1999