17 Matching Annotations
  1. Dec 2021
  2. Nov 2021
    1. a sequence seq[1:s]seq[1:s]seq[1:s] up to a particular timestep ttt

      e.g. "door" and given timesteps T: Up to t = 4. we might be still staying at d. Situation can be like: blank blank blank d

    1. key idea

      the sum overs paths corresponding to a specific labelling can be broken down into an iterative sum over paths corresponding to prefixes of that labelling.

    2. The total forward loss is the sum of all the probabilities of these paths

      We have many different paths to get the same result. loss is computed by taking the sum of the probaiblities of all these paths(th p of they occuring)

  3. Oct 2021
  4. Aug 2021