Results 261 to 270 of about 8,857,554 (290)
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Null Controllability in a Heat–Solid Structure Model
Applied Mathematics and Optimization, 2008zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Vanninathan, Muthusamy +1 more
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P Values for Composite Null Models
Journal of the American Statistical Association, 2000Abstract The problem of investigating compatibility of an assumed model with the data is investigated in the situation when the assumed model has unknown parameters. The most frequently used measures of compatibility are p values, based on statistics T for which large values are deemed to indicate incompatibility of the data and the model.
M. J. Bayarri, James O. Berger
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1994
Abstract The problem with models in phylogenetic inference is one of regress or circularity. Sound models demand either some knowledge of phylogeny, or assumptions about it. If knowledge is claimed, how was that knowledge gained? If assumptions are held to be merely provisional or approximate, how will they be tested by phylogenies that ...
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Abstract The problem with models in phylogenetic inference is one of regress or circularity. Sound models demand either some knowledge of phylogeny, or assumptions about it. If knowledge is claimed, how was that knowledge gained? If assumptions are held to be merely provisional or approximate, how will they be tested by phylogenies that ...
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Null Models in Cluster Validation
1996A brief overview is given of the problem of validation in classification studies. Attention is concentrated on the specification of appropriate null models for data, with respect to which one may assess some cluster structure that has been obtained as the output of a clustering algorithm.
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A Null Model for Null Models in Biogeography
2014ROBERT K. COLWELL, DAVID W. WINKLER
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20. A Null Model for Null Models in Biogeography
1984Robert K. Colwell, David W. Winkler
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2016
In the last chapter, a qualitative comparison of various real-world structures with classic random graph models revealed that complex networks are non-random in many aspects. This chapter focuses on the question of how to quantify the statistical significance of an observed network structure with respect to a given random graph model.
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In the last chapter, a qualitative comparison of various real-world structures with classic random graph models revealed that complex networks are non-random in many aspects. This chapter focuses on the question of how to quantify the statistical significance of an observed network structure with respect to a given random graph model.
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Null Model Analysis of Species Co-Occurrence Patterns
Ecology, 2000Nicholas J. Gotelli
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