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单词 central limit theorem
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Examples ofcentral limit theorem

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We actually prove limit theorems (centrallimittheoremand large deviation principle) on the number of phases of this greedy algorithm.
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Normal distributions are reasonable (viacentrallimittheorem) and have been used in the literature (41).
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Thecentrallimittheoremdoes not care at all that these i s were eigenvalues of random matrices.
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This is the analogous 'free'centrallimittheoremfor asymptotically large random matrices.
From theCambridge English Corpus
Indeed, it seems that it is this lacunarity what makes possible certain properties such as decays of correlations and thecentrallimittheorem.
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We provide an alternate proof of thecentrallimittheoremfor the fluctuations of the size of the giant component in sparse random graphs.
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We introduce a new tool to study the spectral type of rank-one transformations using the method of thecentrallimittheoremfor trigonometric sums.
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This distribution is postulated to be normal, consistent with thecentrallimittheorem.
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On the basis of thecentrallimittheorem, f one standard deviation from delimits a 68 % confidence interval.
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For that our principal strategy is based on the method of thecentrallimittheoremfor trigonometric sums.
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Conditions of applicability of thecentrallimittheoremto random walks on a lattice.
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Second, thecentrallimittheoremsays that under very general conditions, averages (means) are approximately normally distributed.
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This implies acentrallimittheoremfor the giant component.
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If we are sampling from a non-normal population, thecentrallimittheoremnevertheless assures us that the regression coefficient will be asymptotically normally distributed.
From theCambridge English Corpus
Results and problems related to the pointwisecentrallimittheorem.
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The following version of thecentrallimittheoremalso holds.
From theCambridge English Corpus

These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors.

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