the PRF X = CBV0,0 CBV1,0 r0 c0 . . . 1 CBV0,1 CBV1,1 r1 c1 . . . 1 . . . . . . . . . . . . . . . 1 CBV0,N CBV1,N rN cN . . . 1 Design matrix is capable of capturing the known systematics
that can change the shape of the PSF Cotrending Basis Vectors
captures focus change systematics
& other prominent systematics
across the channel (Kinemutchi et al. 2012) Terms from a
2D polynomial
captures the effects of drifting Allows each pixel
to have a different mean Flux-position correlations {sr, sc, scr, s}