In a text generation process, a small 'draft' model proposes the next token, 'evolution'. The probability assigned to this token by the draft model is 0.8. A larger, more accurate 'target' model then evaluates the same token and assigns it a probability of 0.6. Based on this information, what is the probability that the token 'evolution' will be rejected?

In a speculative sampling process, a draft model proposes four potential next tokens. A more powerful target model then evaluates the probability of each token. Given the probabilities below, which token has the highest probability of being rejected?

Analyzing Speculative Sampling Acceptance