2007
DOI: 10.1109/taes.2007.4285354
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Robust SVA method for every sampling rate condition

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Cited by 25 publications
(24 citation statements)
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“…According to the theory of constrained optimization, extreme value is obtained in the polygon vertices. What Carlos Castillo-Rubio's RSVA algorithm [14] does is to calculate the value of g′(m) from any vertex. If there are two vertices where the signs of g′(m) are different, then stop counting the values of g′(m) in other vertices and let g′(m) equal zero directly; if the signs of g′(m) in all the vertices are all the same, let g′(m) be the one whose absolute value is the smallest.…”
Section: Sva and Its Improvementmentioning
confidence: 99%
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“…According to the theory of constrained optimization, extreme value is obtained in the polygon vertices. What Carlos Castillo-Rubio's RSVA algorithm [14] does is to calculate the value of g′(m) from any vertex. If there are two vertices where the signs of g′(m) are different, then stop counting the values of g′(m) in other vertices and let g′(m) equal zero directly; if the signs of g′(m) in all the vertices are all the same, let g′(m) be the one whose absolute value is the smallest.…”
Section: Sva and Its Improvementmentioning
confidence: 99%
“…RSVA [14] can effectively suppress the sidelobes, but sometimes it will reduce the energy of mainlobe, because some vertices may not in the valid region (there is not any impact on sidelobe suppression). When g(m) is in the mainlobe and the value of g′(m) in this vertex is smaller than that of original signal, the g′(m) in this vertex will be equal to the smaller value, which will lead to the mainlobe energy reduction.…”
Section: Sva and Its Improvementmentioning
confidence: 99%
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“…It is able to control sidelobes of SAR images effectively by applying sequential nonlinear operations to complex-valued SAR imagery [20]. This method is originally proposed with requirement that the data should be sampled at an integer multiple of Nyquist frequency, but now it can be used to suppress sidelobes in any case of Nyquist sampling rates [21].…”
Section: Introductionmentioning
confidence: 99%
“…This method can suppress sidelobes effectively while maintaining fine resolution, but there are some residual sidelobes. Carlos Castillo-Rubio presented a robust SVA (RSVA) algorithm [14] based on GSVA, which extends the filter from 3-taps to 5-taps and is able to suppress sidelobes effectively in any case of Nyquist sampling rates. However, this method sometimes loses the mainlobe energy.…”
Section: Introductionmentioning
confidence: 99%