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Volumn , Issue , 2009, Pages 363-370
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Robust linear dimensionality reduction for hypothesis testing with application to sensor selection
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Author keywords
[No Author keywords available]
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Indexed keywords
BUILDING BLOCKES;
CONFIDENCE REGION;
COVARIANCE MATRICES;
DATA VECTORS;
DETECTOR PERFORMANCE;
DISTRIBUTION PARAMETERS;
EVENT DETECTION;
EXHAUSTIVE SEARCH;
FINITE INTERVALS;
GAUSSIANS;
GRID SEARCH;
HIGH DIMENSIONAL SPACES;
HYPOTHESIS TESTING;
HYPOTHESIS TESTS;
KL DISTANCE;
KULLBACK-LEIBLER DISTANCE;
LINEAR DIMENSIONALITY REDUCTION;
LINEAR DISCRIMINANT ANALYSIS;
LINEAR MAPPING;
LINEAR MAPS;
LOW-DIMENSIONAL SPACES;
MEAN VALUES;
ONE DIMENSION;
OPTIMAL SENSOR;
QUASI-OPTIMAL;
SENSOR SELECTION;
TRAINING DATA;
WORST CASE;
ALGORITHMS;
COVARIANCE MATRIX;
DISCRIMINANT ANALYSIS;
FACE RECOGNITION;
IMAGE RETRIEVAL;
OPTIMIZATION;
UNCERTAINTY ANALYSIS;
VECTOR SPACES;
SENSORS;
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EID: 77949620098
PISSN: None
EISSN: None
Source Type: Conference Proceeding
DOI: 10.1109/ALLERTON.2009.5394788 Document Type: Conference Paper |
Times cited : (4)
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References (17)
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