2007 IEEE International Conference on Image Processing 2007
DOI: 10.1109/icip.2007.4379319
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Robust Object Tracking Against Template Drift

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Cited by 13 publications
(13 citation statements)
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“…Many recent works [11,13,14] employ this method to update the filter noise covariances. In [13], the authors attribute the observation noise to the precision of the template transformation parameters and obtain an expression to explicitly evaluate it.…”
Section: Akf: Covariance Matchingmentioning
confidence: 99%
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“…Many recent works [11,13,14] employ this method to update the filter noise covariances. In [13], the authors attribute the observation noise to the precision of the template transformation parameters and obtain an expression to explicitly evaluate it.…”
Section: Akf: Covariance Matchingmentioning
confidence: 99%
“…Many recent works [11,13,14] employ this method to update the filter noise covariances. In [13], the authors attribute the observation noise to the precision of the template transformation parameters and obtain an expression to explicitly evaluate it. In [11] and [14], the observation noise σ 2 v is initialized in the first frame and then held constant for the rest of the tracking process.…”
Section: Akf: Covariance Matchingmentioning
confidence: 99%
“…Particularly for a highly maneuverable target, this implies that the target and background signatures observed at the sensor focal plane array (FPA) may exhibit profound nonstationary variations over relatively short time scales, making it difficult to maintain both a reliable detection process and a robust track lock over longer time scales -phenomena that have been referred to variously as the "drifting problem" in [1], [2], the "template update problem" in [3]- [6], and a "stale template condition" in [7]. These challenges are exemplified by the well-known AMCOM closure sequences 1 [8]- [15] as well as the newly released SENSIAC ATR dataset.…”
mentioning
confidence: 99%
“…Many recent works [11,13,14] employ this method to update the filter noise covariances. In [13], the authors attribute the observation noise to the precision of the template transformation parameters and obtain an expression to explicitly evaluate it. In [11] and [14], the observation noise σ 2 v is initialized in the first frame and then held constant for the rest of the tracking process.…”
Section: Akf: Covariance Matchingmentioning
confidence: 99%