2003
DOI: 10.1109/tpami.2003.1159947
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Multilevel classification of milling tool wear with confidence estimation

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Cited by 35 publications
(24 citation statements)
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“…We use a 2-rate HMM with the short-and long-term cepstral features in the fine and coarse scales, respectively, aimed at capturing noisy/quiet transient regimes due to the built-up edge formation in titanium milling. For both the HMM and multi-rate HMM process models, fullyconnected state transition topologies are chosen based on pilot experiments, the absence of any prior knowledge suggesting a left-to-right topology (unlike steel milling [24]), and the observation that noisy/quiet regimes can occur more than once in a cutting pass. Also for both the HMM and multi-rate HMM process models, the observation distributions are modeled by mixture of diagonal Gaussians, and the number of states and mixture components are determined via cross-validation (cf.…”
Section: B Statistical Modelingmentioning
confidence: 99%
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“…We use a 2-rate HMM with the short-and long-term cepstral features in the fine and coarse scales, respectively, aimed at capturing noisy/quiet transient regimes due to the built-up edge formation in titanium milling. For both the HMM and multi-rate HMM process models, fullyconnected state transition topologies are chosen based on pilot experiments, the absence of any prior knowledge suggesting a left-to-right topology (unlike steel milling [24]), and the observation that noisy/quiet regimes can occur more than once in a cutting pass. Also for both the HMM and multi-rate HMM process models, the observation distributions are modeled by mixture of diagonal Gaussians, and the number of states and mixture components are determined via cross-validation (cf.…”
Section: B Statistical Modelingmentioning
confidence: 99%
“…As such, the detected wear sequence is not required to be monotonic, and the algorithm can recover from bad decisions given additional evidence. Previous work [49], [24] has found that a generalized linear model (GLM) [37] can further improve the original posterior estimates from Equation 5, by modifying them as follows:…”
Section: Decision Makingmentioning
confidence: 99%
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