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Crocodile's 'inv' function is described as "Invert a hermitian-symetric two-dimensional grid. The hermitian symetric dimension is the second (last) index, like in numpy.fft":
The question is: what if we use uv data generated by Oskar? Do they have the same structure (hermitean-symmetric)? And if they have more general structure then how should 'inv' look like in this general case?
The text was updated successfully, but these errors were encountered:
Crocodile's 'inv' function is described as "Invert a hermitian-symetric two-dimensional grid. The hermitian symetric dimension is the second (last) index, like in numpy.fft":
crocodile/synthesis.py
Line 211 in 8d5132f
AFAIUI, this is related to how the sample uv data are generated, see
crocodile/synthesis.py
Line 356 in 8d5132f
The question is: what if we use uv data generated by Oskar? Do they have the same structure (hermitean-symmetric)? And if they have more general structure then how should 'inv' look like in this general case?
The text was updated successfully, but these errors were encountered: