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When having a mass matrix/momentum covariance F.U,
F.U
PDMats.unwhiten(F.U, normalize!(randn(rng, length(v))))
gives a notion of a metrical unit speed. How do I have to choose the reflection
z = F.U * ∇ϕx v .-= (2*dot(∇ϕx, v)/dot(∇ϕx, z)) * z
to preserve this? @SebaGraz How did you calculate the reflection under a mass matrix?
The text was updated successfully, but these errors were encountered:
The simplest way seems to be to keep non-unit speed but take records at an intensity proportional to speed.
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When having a mass matrix/momentum covariance
F.U
,gives a notion of a metrical unit speed. How do I have to choose the reflection
to preserve this? @SebaGraz How did you calculate the reflection under a mass matrix?
The text was updated successfully, but these errors were encountered: