One-tailed Chebyshev upper bound on the lit fraction. m0/m1 are E[x] and
E[x²] in the map's space (linear depth for VSM, warped depth for EVSM);
compare is the receiver in the same space. minVariance floors the variance
to suppress acne; bleed drives vsmReduceBleed.
One-tailed Chebyshev upper bound on the lit fraction.
m0/m1are E[x] and E[x²] in the map's space (linear depth for VSM, warped depth for EVSM);compareis the receiver in the same space.minVariancefloors the variance to suppress acne;bleeddrives vsmReduceBleed.