Definitions from Wiktionary (sparsistency)
▸ noun: (statistics) Let mathbf b be a vector and define the support operatorname supp( mathbf b)=i: mathbf bᵢ≠0 where mathbf bᵢ is the ith element of mathbf b. Let ̂mathbf b be an estimator for mathbf b. Then sparsistency is the property that the support of the estimator converges to the true support as the number of samples grows to infinity.
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▸ Usage examples for sparsistency
▸ Idioms related to sparsistency
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▸ Popular adjectives describing sparsistency
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▸ noun: (statistics) Let mathbf b be a vector and define the support operatorname supp( mathbf b)=i: mathbf bᵢ≠0 where mathbf bᵢ is the ith element of mathbf b. Let ̂mathbf b be an estimator for mathbf b. Then sparsistency is the property that the support of the estimator converges to the true support as the number of samples grows to infinity.
Similar:
basis spline,
B-spline,
support,
softmax,
homoskedasticity,
homoscedasticity,
heteroschedasticity,
homescedasticity,
span,
bispectrum,
more...
▸ Words similar to sparsistency
▸ Usage examples for sparsistency
▸ Idioms related to sparsistency
▸ Wikipedia articles (New!)
▸ Popular adjectives describing sparsistency
▸ Words that often appear near sparsistency
▸ Rhymes of sparsistency
▸ Invented words related to sparsistency