Browsing by Subject "Compartmental analysis (Biology)"
Now showing items 1-7 of 7
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(Texas A&M University. Libraries, 1985)The cumulant generating functions are derived for the n-compartment irreversible catenary systems for constant transfer rates and for time-dependent transfer rates. Furthermore higher order residence time moments or survival ...
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An approach to parameter estimation in stochastic compartmental models with random rate coefficients (Texas A&M University. Libraries, 1977)Several different techniques have been developed recently for estimating the transition rate coefficients in a stochastic compartmental model. Stochasticity has been present in these models in the transitions or in the ...
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(Texas A&M University. Libraries, 1988)The characteristic functions of the residence times are derived for the general two-compartment reversible stochastic compartment model. Residence times for particles in a particular compartment and in the whole system are ...
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(Texas A&M University. Libraries, 1988)Stochastic compartmental models based on retention time distributions with random rate parameters are derived for the single compartment system and the two-compartment irreversible system. Often when the mixing distributions ...
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(Texas A&M University. Libraries, 1976)The cumulant generating functions of some multi-compartment stochastic models having time-dependent transition rates are derived. Using these, the first and second moments of the stochastic distributions are found. Under ...
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(Texas A&M University. Libraries, 1991)Compartmental models are widely used in many applications, including pharmacokinetics, phisiology, sociology, and ecosystem modeling. Stochasticity may be introduced into a compartment system in many ways. In some instances, ...
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(Texas A&M University. Libraries, 1984)The residence time moments and cross moments are derived for the general stochastic compartment model with constant transition rates. These moments are obtained for the n-compartment, irreversible catenary system with ...