Advice please. I have a collection of documents that all share a common attribute (e.g. The word French appears) some of these documents have been marked as not pertinent to this collection (e.g. French kiss appears) but not all documents are guaranteed to have been identified. What is the best method to use to figure out which other documents don’t belong.
Advice please. I have a collection of documents that all share a common attribute
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Assumptions
Given your example “French”, I will work under the assumption that the feature is a word that appears in the document. Also, since you mention that “French kiss” is not relevant, I will further assume that in your case, a feature is a word used in a particular sense. For example, if “pool” is a feature, you may say that documents mentioning swimming pools are relevant, but those talking about pool (the sport, like snooker or billiards) are not relevant.
Suggestion: localized language model + bootstrapping
Think of it this way: You don’t have an incomplete training set, but a smaller training set. The idea is to use this small training data to build bigger training data. This is bootstrapping.
For each occurrence of your feature in the training data, build a language model based only on the words surrounding it. You don’t need to build a model for the entire document. Ideally, just the sentences containing the feature should suffice. This is what I am calling a localized language model (LLM).
Build two such LLMs from your training data (let’s call it T_0): one for pertinent documents, say M1, and another for irrelevant documents, say M0. Now, to build a bigger training data, classify documents based on M1 and M0. For every new document d, if d does not contain the feature-word, it will automatically be added as a “bad” document. If d contains the feature-word, then consider a local window around this word in d (the same window size that you used to build the LLMs), and compute the perplexity of this sequence of words with M0 and M1. Classify the document as belonging to the class which gives lower perplexity.
To formalize, the pseudo-code is: