A new incremental clustering method is presented, which partitions dynamic data sets by mapping data points in high dimension space into low dimension space based on (fuzzy) cross-entropy(CE). This algorithm is divide...
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A new incremental clustering method is presented, which partitions dynamic data sets by mapping data points in high dimension space into low dimension space based on (fuzzy) cross-entropy(CE). This algorithm is divided into two parts: initial clustering process and incremental clustering process. The former calculates fuzzy cross-entropy or cross-entropy of one point relative to others and a hierachical method based on cross-entropy is used for clustering static data sets. Moreover, it has the lower time complexity. The latter assigns new points to the suitable cluster by calculating membership of data point to existed centers based on the cross-entropy measure. Experimental comparisons show the proposed method has lower time complexity than common methods in the large-scale data situations or dynamic work environments.
Coherence analysis techniques play a key role in seismic interpretation. To suppress the lower-coherence-strip along the strata (LCSAS) and the random noise, multi-traces and large temporal window for coherence analys...
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Three-dimensional seismic data after migration provides a great amount of information for seismic interpretation. The seismic data is blurred in the space domain after migration because of the migration aperture. The ...
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Fault diagnosis of a complex hybrid system, which bears causality loops, non-deterministic system dynamics, presence of not-directly-observable system states, delay of fault effects, and the mixture of discrete and co...
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ISBN:
(纸本)0780382730
Fault diagnosis of a complex hybrid system, which bears causality loops, non-deterministic system dynamics, presence of not-directly-observable system states, delay of fault effects, and the mixture of discrete and continuous variables in the observed signals, is a very challenging task. This paper presents a novel method based on the causality diagram model for this problem. The method extends the causality diagram to the 2-time-slice causality diagram (2-TSCD), which represents both the fault propagation and the conditional probability distribution of system states in two consecutive time-slices. In the 2-TSCD, basic event variables represent failures; node event variables represent system states at time-slice t+l; some system states at time-slice t are introduced as basic event variables to represent the delay of fault effects. We develop a reasoning algorithm for the 2-TSCD: firstly, the candidate fault modes at time-slice t+l are acquired by using fault propagation; then all system states at time-slice t, which are introduced as basic event variables and cannot be observed directly, are predicted based on the 2-TSCD in previous time-slice; and the posterior probabilities of candidate fault modes are calculated and ranked at last. The advantages of the proposed method are the flexibility of knowledge representation and the rapidity of diagnosis.
In this paper, we present an approach to robust speech recognition based on neighborhood space. To achieve performance robustness under mismatch between training and testing conditions, we propose to use neighborhood ...
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In this paper, we present an approach to robust speech recognition based on neighborhood space. To achieve performance robustness under mismatch between training and testing conditions, we propose to use neighborhood space of each underlying model to produce Bayesian predictive density as observation probability density. Experimental results show that the proposed method improves the performance robustness.
A novel recognition-based system for segmentation of touching handwritten numeral strings is proposed. In this paper, we combine external contour analysis and projection analysis to find candidate segmentation points....
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A novel recognition-based system for segmentation of touching handwritten numeral strings is proposed. In this paper, we combine external contour analysis and projection analysis to find candidate segmentation points. With internal contour analysis, the candidate segmentation points is utilized to determine the corresponding candidate segmentation lines with which the numeral string is over-segmented. Each sub-image of the over segmented string is defined as a fragment. The combination of one or more adjacent fragments is defined as a clique. Thus, each candidate segmentation result is composed of one or more cliques. Subsequently, all the candidate segmentation results are described in a probabilistic model, and a classifier is embedded to recognize each clique. Finally, with the maximum a posterior (MAP) criterion, the optimal segmentation result is selected from all candidate segmentation results. This scheme is effective and robust for both single and multiple touching numerals. Experiment results on collection of samples from NIST SD19 show that our system can achieve a correct rate of 97.72% without rejection, which compares favorably with those reported in the literature.
In this paper we present an approach to integrating confidence scores for utterance verification based on neural network. In addition to the confidence scores computed at the phonetic level, we use various novel confi...
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ISBN:
(纸本)0780382730
In this paper we present an approach to integrating confidence scores for utterance verification based on neural network. In addition to the confidence scores computed at the phonetic level, we use various novel confidence scores, including segmental confidence scores, likelihood ratio and recognition results of LPC feature. We describe a method to combine different confidence scores via a neural work for word hypotheses. Our experimental evaluation shows that the novel confidence scores are effective and the proposed combination method gives better results than other classification method in keyword spotting system.
Switching dynamic linear models are commonly used methods to describe change in an evolving time series, where the switching ARIMA (autoregressive integrated moving average) model is a special case. Short-term forecas...
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ISBN:
(纸本)0780384849
Switching dynamic linear models are commonly used methods to describe change in an evolving time series, where the switching ARIMA (autoregressive integrated moving average) model is a special case. Short-term forecasting of traffic flows is an essential part of intelligent traffic systems (ITS). We apply the switching ARIMA model to a traffic flow series. We have observed that the conventional switching model is inappropriate to describe the pattern changing. Thus, the variable of duration is introduced and we use the sigmoid function to describe the influence of duration to the transition probability of the patterns. Based on the switching ARIMA model, a forecasting algorithm is presented. We apply the proposed model to real data obtained from UTC/SCOOT systems in Beijing's traffic management bureau. The experiments show that our proposed model is applicable and effective.
In the framework of stratified fuzzy propositional logic F, the regular harmonious neighborhood structure determined by the Mamdanian approximate function Hgt is the typical and best paradigm of approximate reasoning ...
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ISBN:
(纸本)0780383532
In the framework of stratified fuzzy propositional logic F, the regular harmonious neighborhood structure determined by the Mamdanian approximate function Hgt is the typical and best paradigm of approximate reasoning neighborhood algorithms. The advantage of Mamdanian algorithm comes from the regular harmoniousness property of Hgt presented by us in this paper, which guarantees that when the input of the obtained new approximate knowledge is close enough to that of the standard knowledge, not only the approximate reasoning consequence of the new knowledge is adequately close to that of the standard knowledge, but also the new knowledge itself is close enough to the standard knowledge.
Short-term traffic flow forecasting is an important problem in the research area of intelligent transportation system. In practical situations, flow data may be incomplete, that is, partially missing or unavailable, w...
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ISBN:
(纸本)0780383109
Short-term traffic flow forecasting is an important problem in the research area of intelligent transportation system. In practical situations, flow data may be incomplete, that is, partially missing or unavailable, where few methods could implement forecasting successfully. A method called Sampling Markov Chain is proposed to deal with this circumstance. In this paper, the traffic flow is modeled as a high order Markov Chain; and the transition probability from one state to the other state is approximated by Gaussian Mixture Model (GMM) whose parameters are estimated with Competitive Expectation Maximum (CEM) algorithm. The incomplete data in forecasting the trend of Markov Chain is represented by enough points sampled using the idea of Monte Carlo integration. Experimental results show that the Sampling Markov Chain method is applicable and effective for short-term traffic flow forecasting in case of incomplete data.
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