Datasets:
Add optional target physical-range mapping: README.md
Browse files
README.md
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@@ -175,6 +175,53 @@ Important encoding note:
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- Mueller matrix tensors are stored as measured/processed values, not forcibly
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clipped to `[-1, 1]`.
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## Reference Label Generation
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The target modalities are generated using Lu-Chipman decomposition from measured
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- Mueller matrix tensors are stored as measured/processed values, not forcibly
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clipped to `[-1, 1]`.
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### Optional Mapping From Grayscale Targets to Physical Ranges
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For rows whose `target_encoding` is
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`png_uint8_normalized_to_float32_0_1`, the stored target tensor is a normalized
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grayscale representation in `[0, 1]`. To map these values back to the nominal
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physical parameter ranges used in the paper, apply:
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```python
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import numpy as np
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TARGET_CHANNELS = ["D", "Delta", "eta", "theta", "psi", "R"]
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def normalized_modalities_to_physical(target, channel_axis=0, clip=False):
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"""Map normalized grayscale modalities to nominal physical ranges.
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Use this only for targets encoded as
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``png_uint8_normalized_to_float32_0_1``. If a split already stores physical
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Lu-Chipman values, do not apply this conversion again.
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"""
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target = np.asarray(target, dtype=np.float32)
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values = np.moveaxis(target, channel_axis, 0)
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if values.shape[0] != 6:
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raise ValueError(f"Expected 6 target channels, got shape {target.shape}")
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g = np.clip(values, 0.0, 1.0) if clip else values
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physical = np.empty_like(g, dtype=np.float32)
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physical[0] = g[0] # D: [0, 1]
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physical[1] = g[1] # Delta: [0, 1]
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physical[2] = np.pi * g[2] # eta: [0, pi)
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physical[3] = np.pi * (g[3] - 0.5) # theta: [-pi/2, pi/2)
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physical[4] = np.pi * (g[4] - 0.5) # psi: [-pi/2, pi/2)
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physical[5] = np.pi * g[5] # R: [0, pi)
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return np.moveaxis(physical, 0, channel_axis)
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```
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The inverse mapping is:
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```text
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D_gray = D
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Delta_gray = Delta
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eta_gray = eta / pi
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theta_gray = theta / pi + 0.5
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psi_gray = psi / pi + 0.5
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R_gray = R / pi
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```
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## Reference Label Generation
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The target modalities are generated using Lu-Chipman decomposition from measured
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