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m v2.05b - Bot T20 CW#61 - Fix errors for CW project (Reference before punctuation) |
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\sum_x t'(e_x | f_y) = 1 \quad \forall y
\end{cases}
</math>This can be solved by [[Lagrange multiplier|Lagrangian multipliers]], then simplified. For a detailed derivation of the algorithm, see <ref name=":0">{{Cite book |last=Koehn |first=Philipp |url=https://books.google.com/books?id=4v_Cx1wIMLkC
In short, the EM algorithm goes as follows:<blockquote>INPUT. a corpus of English-foreign sentence pairs <math>\{(e^{(k)}, f^{(k)})\}_k</math>
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