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Figure 3.7: Wavelet coefficient of irregular wavelet transformation and fine-gride
wavelet transformation.

measurement matrix are zero, they do not affect the optimization.

PROCEDURE 1

Mapping from irregular gates to fine regular grids

(1) Set all the regular grid points unmarked

(2) for all gates, gi

a. p = the closest grid point to the gates that is unmarked

b. assign gate дг to p

c. Mark regular grid point p

Note that as an alternative method to deal with irregular grids, we could use
irregular wavelet transformation introduced by Wagner et al. [75]. The irregular
wavelet transformation is based on the regular wavelet transformation; however,
it is adapted to irregular point arrangement. Figure 3.7 shows sorted wavelet

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