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Examples

  • This missing data means that the N-gram matrix of any corpus may have a large amount of zeros that should be actually fi lled with some non-zero probability value.

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  • Smoothing techniques for N-gram models The term smoothing refer to such modi fi cations in the MLE estimates of N - gram probabilities that are addressed to move some probability mass from higher counts to zero-counts, making the overall distribution less jagged (Figure 2.5).

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  • Finally, Good-Turing smoothing has been applied only if the correspond - ing N-gram counts were below a given threshold K.

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  • One of these is backo ff N-gram modeling, and in particular the Katz backo ff algorithm [34].

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  • Laplace smoothing The simplest way to do smoothing is to take the matrix of N-gram counts, before normalization, and add one to all the counts.

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  • In practice, the Good-Turing estimate is not used by itself for N-gram smoothing, because it does not include the combination of higher-order models with lower-order models that is necessary for obtaining good per - formances.

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  • An MLE estimate for the N-gram model's parameters can be thus obtained normalizing counts from a training corpus 1.

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  • Statistical language modeling for text prediction 17 Once the model is de fi ned, we need a method to estimate these N-gram probabilities.

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  • Moreover N-gram models behave in a completely di ff erent way if the words 'ordering changes.

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  • The basic idea is again to choose the values of λj which maximize the likelihood of 3 An held-out corpus is an additional training corpus that is not used to set the N-gram counts, but reserved to estimate model parameters

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