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Application of the Wavelet Transform for GPS Cycle Slip Correction and Comparison with Kalman Filter

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Academic year: 2021

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Figure

Figure  1 shows  how  the  parameters  'a'  a nd  'b'  act  on  the  basic  wavelet .
Figure  1:  How  1  a'  and  1  b'  act  on  the  wavelet
Figure  -1 :  O riginal  \Vave let
figur e  6:  :Vlodulus  of  the  wavelet  transform  IS(a, b)l  of  a  signal  s(t)  with  a  discontinuity  in  .)Q
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