Spell checking. Spelling Correction and Edit Distance Non-word error detection: – detecting “graffe” “ سوژن ”, “ مصواک ”, “ مداا ” Non-word error correction:

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Presentation transcript:

Spell checking

Spelling Correction and Edit Distance Non-word error detection: – detecting “graffe” “ سوژن ”, “ مصواک ”, “ مداا ” Non-word error correction: – figuring out that “graffe” should be “giraffe” Context-dependent error detection and correction: – Figuring out that “war and piece” should be peace – ” حرکات ارضی و طولی “ ، ” غصه هایی پر از غم و شادی “

Non-Word Error Detection Any word not in a dictionary is a spelling error Need a big dictionary! – The tradeoff (for rare words – wont, veery) What to use? – FST dictionary!!

Isolated Word Error Correction How do I fix “graffe”? – Search through all words: graf craft grail giraffe – Pick the one that’s closest to graffe – What does “closest” mean? – We need a distance metric. – The simplest one: edit distance

Edit Distance The minimum edit distance between two strings is the minimum number of editing operations Needed to transform one string into the other operations – Insertion – Deletion – Substitution

An example – Andrew – Amdrewz 1. substitute m to n 2. delete the z Distance = 2

String distance metrics: Levenshtein Given strings s and t – Distance is shortest sequence of edit commands that transform s to t – Simple set of operations: Copy character from s over to t (cost 0) Delete a character in s (cost 1) Insert a character in t (cost 1) Substitute one character for another (cost 1) This is “Levenshtein distance”

Levenshtein distance - example

Minimum Edit Distance (Levenshtein) If each operation has cost of 1 – Distance between these is 5 If substitutions cost 2 (Levenshtein) – Distance between these is 8

Min Edit Example

Finding the minimum

Min Edit As Search But that generates a huge search space – Initial state is the word we’re transforming – Operators are insert, delete, substitute – Goal state is the word we’re trying to get to – Path cost is what we’re trying to minimize Navigating that space in a naïve backtracking fashion would be incredibly wasteful Why? Lots of paths wind up at the same states. But there’s no need to keep track of them all. We only care about the shortest path to each of those revisited states.

Min Edit Distance

Part-of Speech Tagging

Min Edit Example

Summary Minimum Edit Distance A “dynamic programming” algorithm We will see a probabilistic version of this called “Viterbi”