Abstract-The ability of a standard hidden Markov model (HMM) or expanded state HMM (ESHMM) to accurately model duration distributions of phonemes is compared with specific duration-focused approaches such as semi-Markov models or variable transition probabilities. It is demonstrated that either a three-state ESHMM or a standard HMM with an increased number of states is capable of closely matching both Gamma distributions and duration distributions of phonemes from the TIMIT corpus, as measured by Bhattacharyya distance to the true distributions. Standard HMMs are easily implemented with off-the-shelf tools, whereas duration models require substantial algorithmic development and have higher computational costs when implemented, suggesting that a simple adjustment to HMM topologies is perhaps a more efficient solution to the problem of duration than more complex approaches.
Tackling the problem of modelling the duration distributions of phonemes, Johnson noted that "a simple adjustment to HMM topologies is perhaps a more efficient solution [..] than more complex approaches" REF .
Capacity and complexity of HMM duration modeling techniques
IEEE Signal Processing Letters
IEEE Signal Processing Letters
Computer Science