From your supplementary material, I see that "Note that, as desired, t' = 0 when t = 0. Additionally, we see that t' → 1 as t → ∞." And I think it considers depth instead of disparity.
Is not t' sampling from 0 to 1 linear? Why do we need do one more operation-inverse the depth?
What does "using z dimension representing inverse depth" mean?
From your supplementary material, I see that "Note that, as desired, t' = 0 when t = 0. Additionally, we see that t' → 1 as t → ∞." And I think it considers depth instead of disparity.
Is not t' sampling from 0 to 1 linear? Why do we need do one more operation-inverse the depth?
What does "using z dimension representing inverse depth" mean?