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An efficient gradient based method is derived in order to define evolution laws for these two level-set functions which minimize the least squares data misfit.
The t-statistic based method is derived from [ 4] and is described as in the Background section.
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Moreover, the DIDM based wakeup method is derived through establishing the correspondence between sensor wakeup and disease propagation.
An analytical solution using the Galerkin Based Integral (GBI) method is derived for the cases where no phase change is involved, while a numerical scheme using the Latent Heat Accumulation (LHA) method is utilized to probe scenarios where phase change has a central role in the elastic rigidity change.
A novelty cell-wise data reconstruction scheme based on least square method is derived to achieve second-order spatial accuracy.
Analysis of the stability for the proposed method is derived based on the Lyapunov stability theorem.
This new method is derived based on the elastic interaction between line defects in solids (dislocations).
The proposed method is derived based on our previous work which design the interval to guarantee the communication rate constraint.
Then a sufficient regulation condition for the switched system is obtained, and a regulator synthesis method is derived based on solving a set of properly formulated linear matrix inequalities.
However, the calculation of the minimum safety distances (MSD) of the adjacent buildings in Chinese Code is rough and arbitrary, while the traditional response spectrum method is derived based on the assumption of proportional damping and it is difficult to consider the non-proportional damping characteristics for large and complex building systems.
Conversely, a single-frame method is derived based on only one-view information with its depth information.
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