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In finite element analysis, solving time-dependent partial differential equations with explicit time marching schemes requires repeatedly applying the inverse of the mass matrix.
Finally, the merged subbands are constructed according to the selection principles, and the final fused image is produced by applying the inverse NSCT on these merged subbands.
The parallel efficiency of applying the inverse matrix method to the global- and local-domain filter was evaluated by the scalability on a distributed-memory parallel computer.
The resulting matrix is singular at the system poles, meaning that by applying the inverse of the matrix, the modal parameters can be identified.
Finally, the monthly rainfall forecast is achieved by summing all the predicted anomaly subseries and applying the inverse transform of standardized monthly rainfall.
By applying the inverse link-function, positive predictions result from the model.
This limits, after applying the inverse wavelet transform, the resolution of the signal.
Afterwards, the HR image can be obtained by applying the inverse wavelet transform.
Applying the inverse operator, of both sides of the above equation, we obtain (4.4).
Simplifying this and then applying the inverse Mellin transform, we can get solution.
has been obtained from Eq. (18) applying the inverse Hankel transform and using Eqs.
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