• Corpus ID: 15920915

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@inproceedings{Smola,
  title={{\"E}{\^o}{\^o}{\"o}×× {\"O}{\"o}{\"o}{\"o}{\'y} {\AA}{\aa}{\o}{\"o}{\"o}{\"u} {\^O}{\^o}{\"o}{\'o}{\"u}{\"u}{\~n}{\~n}{\o}{\o}{\'o}{\`o} {\'O}{\"o} {\AA}{\aa} Blockin{\`o}{\`o} {\"A}{\"a}{\"a}{\"o}{\`o}{\`o}{\`o}{\`o}},
  author={Alex Smola and Alex Smola}
}

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References

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Asymptotic Analysis of Penalized Likelihood and Related Estimators

A general approach to the first order asymptotic analysis ofpenalized likelihood and related estimators is described. The method gives expansions for the systematic and random error. Asymptotic

Atomi de om - position by basis pursuit

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