Q2. What is the probability of an observation being generated by a left-to-right HMM?
Since the order with which poses are assumed during walking is defined naturally, a left-to-right HMM is considered, the initial state probabilities of which areπn = 1 if n = 10 otherwise (5) where πn is the initial state probability for the nth state, n = 1, . . . , N , of the dominant HMM.
Q3. Why is it possible to calculate the gravity centre of the lth body component?
Due to the availability of labelling information for each pixel, it is possible to calculate the gravity centre gl of the lth body component.
Q4. What is the rationale for using a refinement HMM?
The rationale for using a refinement HMM is that it can use the detailed labelled body component features in order to refine the general shape/dynamics that were captured previously through the dominant HMM.
Q5. What is the performing version of their proposed system?
The best performing version (DHM) of their proposed system improves on HL, providing further evidence that the additional deployment of labelled component features can improve the performance of holistic systems by analyzing gait sub-dynamics.
Q6. How do the authors segment a gait cycle out of a silhouette?
the authors segment a gait cycle out of a gait silhouette sequence using the method proposed in [22], i.e., by constructing a signal representing the number of pixels in each silhouette, filtering the signal by taking into account its autocorrelation, and locating the “peaks” in the filtered signal.
Q7. What are the parameters that are to be determined for the lower-level HMMs?
The parameter calculation for the refinement lower-level HMMs is based on the observations F. Since the initial state probabilities are as in eq. (7), the parameters that are to be determined are the state-transition probabilities as well as the exemplars for each of the HMMs at the lower level of the refinement HMM.
Q8. What is the comprehensive approach for reconstructing body components?
The Layered Deformable Model (LDM) introduced in [12] is the most comprehensive approach for reconstructing body components based on both automatically-segmented silhouettes and manually-labelled silhouettes.
Q9. What is the probability that the observations are generated by the dominant HMM model?
following the derivations in [20], the probability that observations H are generated by the dominant HMM model λ isP (H|λ) = ∑ allQ P (H,Q|λ) (15)where Q is a sequence of states in the dominant HMM that can generate the observations.
Q10. What is the discriminative transform for the exemplars?
But since the exemplars represent specific walking poses, theMay 30, 2013 DRAFT22discriminative transform derived from these exemplars indicate the discriminative differences in that specific pose.