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The experience of the past can also be used to optimise future treatments as the data generated from patients treated in the past may provide dose response information which can be used in mathematical models and thereby enable us to predict and compare long-term complications of present day treatment, thus guiding the choice of treatment in individual patients [57].
The value provides more reliable information and can be used in mathematical model in predicting the minimal erythema dose (MED).
No such approach has been reported so far, despite a few key advantages: Firstly, the result can readily be used in mathematical models and engineering applications.
The required modification, however, does not lend itself to a convenient relation between the original matrices and the modified ones that can be used in mathematical derivations.
Risk factors for fatal venoocclusive disease of the liver such as elevated serum transaminase levels and fever prior to transplantation can be used in mathematical models to predict the outcome of venoocclusive disease.
Such results provide insight for the Italian pandemic preparedness and response efforts (35, 36 ) and could be used in mathematical models for influenza spread at the national level.
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The initials V-Q are used in mathematical equations that calculate airflow and blood flow.
Micromechanical approaches are used in mathematical modeling of randomly distributed carbon nanofibers (CNFs) in a thermoset polymer material.
Fractional differential equations are used in mathematical modelling, engineering, biology, chemistry, and many other fields of science; see the references.
The theory of lightlike submanifolds is used in mathematical physics, in particular, in general relativity as lightlike submanifolds produce models of different types of horizons [1, 2].
These fractional derivatives are used in mathematical physics, astrophysics, control theory, electric conductance of biological systems, statistical mechanics, finance, biophysics, electrochemistry, computed tomography, geological surveying, thermodynamics, hydrology and engineering; moreover, they are also drawn on for the mathematical modelling of viscoelastic material.
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