2015
DOI: 10.1109/jsen.2015.2405296
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Probabilistic Rank Score Coding: A Robust Rank-Order Based Classifier for Electronic Nose Applications

Abstract: Motivated by the recent experimental findings about odor identification with the unique spiking patterns of neurons in the biological olfactory system, rank-order based classifiers have been proposed for gas identification in electronic nose applications. These classifiers rely on one to one mapping between the target gas and temporal sequence of spiking sensors in an electronic nose. However, shuffled spike sequences, due to low repeatability of the response patterns from the sensors, limit the performance of… Show more

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Cited by 18 publications
(7 citation statements)
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“…This enables us to verify the classifier’s robustness to shuffling of spikes. The learning data consisting of six rank-order patterns were determined using the probabilistic rank-score coding, described in [17], which calculates the probability of a sensor spiking at a specific rank in the pattern for a target gas using Pij(k)=Nij(k)N(k) where Pij(k) is the probability of sensor i spiking at rank j for a target gas k , N ( k ) is the total number of rank-order patterns generated for target gas k , and Nij(k) is the number of times the sensor i in the array has spiked at rank j when exposed to target gas k . As a result, the unique learning set consisted of a reference rank-order signature for each target gas derived from this method.…”
Section: Resultsmentioning
confidence: 99%
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“…This enables us to verify the classifier’s robustness to shuffling of spikes. The learning data consisting of six rank-order patterns were determined using the probabilistic rank-score coding, described in [17], which calculates the probability of a sensor spiking at a specific rank in the pattern for a target gas using Pij(k)=Nij(k)N(k) where Pij(k) is the probability of sensor i spiking at rank j for a target gas k , N ( k ) is the total number of rank-order patterns generated for target gas k , and Nij(k) is the number of times the sensor i in the array has spiked at rank j when exposed to target gas k . As a result, the unique learning set consisted of a reference rank-order signature for each target gas derived from this method.…”
Section: Resultsmentioning
confidence: 99%
“…These techniques require an entire frame of the rank order signatures to commence the pattern-matching process, resulting in a latency build-up in result classification. Furthermore, limitations of such an approach include susceptibility to inconsistent spiking order [17], and high computational and power requirements. Recent development in a neuro-inspired spike-pattern classifier was reported in [26], but its dependency on futuristic 3D technology to apply hyper-dimensional computing principles may not be viable for current artificial olfactory systems.…”
Section: Rank-order Encoding and Classifiers—overviewmentioning
confidence: 99%
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“…The Moreover, a comparison study has been performed in [48] PCA is used for preprocessing and GMM for classification reaching an accuracy of 92.7%. Authors in [49] presented an improved technique for EN based on the rank order (RO) by using probabilistic rank score coding (PRSC). The RO methods uses spikes that represent a unique signature for each gas.…”
Section: Accepted Manuscriptmentioning
confidence: 99%
“…Probabilistic rank score coding is used in [25] to implement an improved EN which uses rank orders. In the rank order based technique, the gas signature is represented by temporal spikes.…”
Section: Related Workmentioning
confidence: 99%