kCSD-python, reliable current source density estimation with quality control. [PDF]
Chintaluri C +6 more
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Sertraline Treatment Can Mimic Niemann‐Pick Type C Biomarker Profile: A Diagnostic Pitfall
ABSTRACT Background Oxysterols (cholestane‐3β,5α,6β‐triol and 7‐ketocholesterol) and N‐palmitoyl‐O‐phosphocholineserine (PPCS) are sensitive biomarkers for Niemann‐Pick disease type C (NPC) screening. However, false‐positive results occur, with a biomarker profile suggestive of NPC despite the absence of pathogenic variants in genes involved in NPC or ...
Maria Makrygianni +19 more
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Asynchronous calibration of a CT scanner for bone mineral density estimation: sources of error and correction. [PDF]
Dudle A +9 more
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Correction of density estimators which are not densities
Glad, Ingrid K. +2 more
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An Evaluation of Multi-Channel Sensors and Density Estimation Learning for Detecting Fire Blight Disease in Pear Orchards. [PDF]
Veres M +4 more
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Volumetric Breast Density Estimation From Three-Dimensional Reconstructed Digital Breast Tomosynthesis Images Using Deep Learning. [PDF]
Ahluwalia VS +11 more
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Built environment and physical activity in adolescents: Use of the kernel density estimation and the walkability index. [PDF]
Caetano IT +3 more
europepmc +1 more source
Erratum: Volumetric Breast Density Estimation From Three-Dimensional Reconstructed Digital Breast Tomosynthesis Images Using Deep Learning. [PDF]
europepmc +1 more source
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Correction of Density Estimators that are not Densities
Scandinavian Journal of Statistics, 2003Abstract. Several old and new density estimators may have good theoretical performance, but are hampered by not being bona fide densities; they may be negative in certain regions or may not integrate to 1. One can therefore not simulate from them, for example.
Glad, Ingrid K. +2 more
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On parametric density estimation
Biometrika, 1989Let p(x,\(\vartheta)\) be the density of a random variable x. A random sample \(s_ n=(x_ 1,...,x_ n)\) of size n is available from the distribution. By y a future observation from this distribution is denoted. Two distinct methods of estimating p(y\(| \vartheta)\) are known. The estimative method uses \[ p(y| {\hat \vartheta}_ n)=p(y| \vartheta ={\hat \
El-Sayyad, G. M. +2 more
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