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Freeze-Thaw Damage Evolution of PVA-Fly Ash-Slag Composite Concrete and Low-Dimensional Mapping of Weibull Characteristic Parameters. [PDF]
Liang X, Cheng G, Zhao J, Li R.
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Performance of ASA Polymer-Modified Asphalt Mixtures Under Aging Conditions. [PDF]
Gallouz KS +6 more
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Thermal Depolymerization Challenges of PTFE:Silicone Rubber Mixtures and Composite Materials. [PDF]
Eigenschink L +3 more
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Compression and Interpenetration of Ionic Microgels in Electrostatically Self-Assembled Clusters. [PDF]
Petrunin AV +8 more
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Co-assembly and self-sorting are not mutually exclusive in enantiomeric peptide systems. [PDF]
Bianco S +6 more
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The Explosive Hazards of Icosahedral Carboranes and Dodecaborate with Common Oxidizers and Salts. [PDF]
Scherschel NF, Piercey DG, Davis JV.
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Biometrics, 1989
The tolerances of individuals (insects, parasites) in a population have a frequency or probability distribution called a tolerance distribution. Many tolerance distributions in bioassay studies can be the result of a rather heterogeneous population of individuals and can often be modelled as a mixture of a number of standard unimodal distributions.
Lwin, T., Martin, P. J.
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The tolerances of individuals (insects, parasites) in a population have a frequency or probability distribution called a tolerance distribution. Many tolerance distributions in bioassay studies can be the result of a rather heterogeneous population of individuals and can often be modelled as a mixture of a number of standard unimodal distributions.
Lwin, T., Martin, P. J.
openaire +3 more sources
SAR images as mixtures of Gaussian mixtures
IEEE International Conference on Image Processing 2005, 2005We consider the problem of image segmentation by clustering local histograms with parametric mixture-of-mixture models. These models represent each cluster by a single mixture model of simple parametric components, typically truncated Gaussians. Clustering requires unsupervised inference of the model parameters, for which we derive a nested variant of ...
Peter Orbanz, Joachim M. Buhmann
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