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The analysis thus predicts that if a spatial grid is chosen that resolves interior temperature gradients, then the numerical method obtains an accurate solution in the interior of the system, even though the optical thickness of the spatial cells tends to ∞ and boundary layers in the transport solution are not resolved.
Our method obtains an average error of 3.32% for error threshold 3, and we currently rank number 8 on the list.
This method obtains an initial estimate of the weights from short constant temperature simulations at each temperature and then refines these weights in subsequent ST simulations before holding them constant in the final data collection phase.
This method obtains an initial estimate of the weights from short umbrella simulations at each umbrella (without any jumps between umbrellas) and then refines these weights in subsequent RMSD ST simulations before holding them constant in the final data collection phase.
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The conventional Rietveld method obtains a unit-cell which is a homothetic (proportional) unit-cell of the true one.
With typical expression levels of common fluorescent labels and sensors, the method obtains a correction in the range of <100 ms to several seconds, and is insensitive to sample movement or variations in fluorescence intensity (for example, photobleaching, calcium or voltage transients).
A convergence theorem is proved to show that the method obtains a strong order 0.5.
The proposed method obtains a high averaged detection accuracy, sensitivity, and positive predictivity of 99.43, 99.69, and 99.72%, respectively.
Throughout several numerical results, it is shown that the proposed method obtains a uniform-like error bound, which is outstanding compared with existing numerical methods.
A series of experimental results show that the GVCA method obtains a perfect experimental performance and quicker convergence compared to other classification algorithms.
Most importantly, our method obtains a consistent solution across causes of death.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com