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say, N: number of gaussians, S: number of sampled rays
From my understanding,
rays_o is [N, 3], which are the origins of each ray, i.e. each of the N Gaussian centers.
rays_d is [N, S, 3], which is essentially the direction of each of S rays that was fired from each of the N Gaussians.
The output visbility is [N, S, 1] with all binary values.
Q1. Is this telling us whether any Gaussian was hit for each of the fired ray?
Q2. If Q1 is true, then I would understand the visibility that we have as output above is the Gaussian-to-ray visibility. Any idea/hints on how to get the Gaussian-to-Gaussian visibility? basically a NxN matrix, which tells that, for any Gaussian point in the scene, which of the remainder N-1 points are "visible"
idea would be to culminate the hit result from all the sampled S rays for an individual point to get the equivalent row in the NxN matrix.
The text was updated successfully, but these errors were encountered:
say, N: number of gaussians, S: number of sampled rays
From my understanding,
The output visbility is [N, S, 1] with all binary values.
Q1. Is this telling us whether any Gaussian was hit for each of the fired ray?
Q2. If Q1 is true, then I would understand the visibility that we have as output above is the Gaussian-to-ray visibility. Any idea/hints on how to get the Gaussian-to-Gaussian visibility? basically a NxN matrix, which tells that, for any Gaussian point in the scene, which of the remainder N-1 points are "visible"
idea would be to culminate the hit result from all the sampled S rays for an individual point to get the equivalent row in the NxN matrix.
The text was updated successfully, but these errors were encountered: