Sentence examples for mathematical modeling supports from inspiring English sources
Mathematical modeling supports the potential public health benefit of PrEP.
Mathematical modeling supports early initiation of cART, genotypic testing in treatment-experienced and treatment-naïve patients, and expanded programs for HIV screening and linkage for care [50] as appropriate cost-effective public health approaches for better control of the HIV/AIDS epidemic.
However, clear experimental evidence for metabolic waves in living cells remains scarce [ 58] although mathematical modeling supports the feasability of such waves [ 59].
Thus, in agreement with RT-qPCR data, mathematical modeling supports enhanced stabilization of a subset of transcripts via a temperature-dependent protective mechanism; this, rather than increased transcription, leads to the observed increase in their relative abundances at the low body temperature of torpor.
Collectively, this review gives a comprehensive view how the mathematical modeling supported by quantitative experimental approaches has provided a new understanding of the death receptor signaling network.
After residual generation, statistical change detection scheme is derived from mathematical models supported by experimental data.
This mathematical model, supported by experimental data and finite element analysis, is able to illustrate a quantitative relationship between cell impedance and cell characteristics.
At the end, a general mathematical model supported with a related experimental procedure was developed for the use of automotive HVAC engineers and scientists working on thermal comfort as a human dimension.
Using a mathematical model, supported by additional experimental measurements in response to sustained p53 input, we determined that p53 binds to and activates transcription of its target genes uniformly, whereas post-transcriptional mechanisms are responsible for the differences in gene expression dynamics.
Mathematical models support his assertion.
Consequently, we developed a kinetic mathematical model (Supporting information Figure S2) by integrating Aguda's model with the p53 oscillation system (Supporting information Figure S1).
