Guide-linked quiz · Medium Level
Word2Vec Skip-Gram and CBOW Quiz
Compare Word2Vec's CBOW and Skip-Gram objectives, negative sampling, learned vectors, and the choices that affect rare-word training.
Question 1 of 8
What does the Skip-Gram architecture predict?
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- What does the Skip-Gram architecture predict?
- Surrounding context words from the center word
- The center word from surrounding context words
- The next sentence in a document
- The part-of-speech tag of each word
- What is the actual useful output of training a Word2Vec model?
- The prediction accuracy on context words
- The learned weight matrix, whose rows are the word vectors
- A parse tree of the sentence
- A probability for each document class
- Why does Word2Vec use negative sampling?
- To increase the vocabulary size
- To translate between languages
- To avoid the expensive full softmax over the whole vocabulary
- To remove stop words automatically
- What does subsampling frequent words do in the later Word2Vec training method?
- It reduces the influence of very frequent words and can speed training
- It turns every word into a character n-gram
- It changes CBOW into a sentence classifier
- It guarantees better vectors for every rare word
- What famous property of Word2Vec vectors is illustrated by "king - man + woman ≈ queen"?
- Vector analogies via linear arithmetic
- Exact dictionary lookup
- Grammatical error correction
- Sentence-length normalization
- Who introduced Word2Vec and in what year?
- Geoffrey Hinton at Toronto, 2006
- Tomas Mikolov and colleagues at Google, 2013
- Yann LeCun at Bell Labs, 1998
- OpenAI, 2018
- What does the CBOW architecture predict from its input context?
- Each future paragraph in the document
- The sentiment label of the full corpus
- The center word surrounded by the context window
- The spelling of a character n-gram
- What distribution does the original Word2Vec paper use to draw negative samples?
- A uniform distribution over all character n-grams
- A distribution based only on word length
- A distribution proportional to squared inverse frequency
- A unigram word-frequency distribution raised to the 0.75 power
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