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Mathematical modeling has been utilized.
Mathematical modeling has been an essential part of this progress.
The role of mathematical modeling has been intensively growing in the study of epidemiology.
Mathematical modeling has been playing key roles for understanding the dynamics of genetic oscillators [1 4].
Mathematical modeling has been extensively applied to the study and development of fuel cells.
Clinical research combined with mathematical modeling has enhanced progress in the understanding of the HIV-1 infection [4].
Mathematical modeling has played a significant role in the post-harvest system of cereals, fruits and other food commodities.
In this context, mathematical modeling has been identified as promising tool, namely as complement to experimental and clinical studies.
Mathematical modeling has recently become a much-lauded enterprise, and many funding agencies seek to prioritize this endeavor.
Although recent breakthroughs in experimental studies of SOCE have been made, its mathematical modeling has not been developed.
Mathematical modeling has proven that the system developed ensures control of specific tension to a tolerance of ±10%.
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