pycsamt.ai.inversion.reliability2d#
Observation-reliability factors for two-dimensional inversion.
This module keeps measurement quality separate from compatibility with a 2-D physical model. For phase-tensor skew angle \(\beta\) and a frozen scale \(\beta_0\), dimensionality reliability is
The final observation reliability is the bounded product of measurement and dimensionality factors. Keeping both arrays allows explicit ablation of the two effects.
Functions
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Return bounded measurement-by-dimensionality reliability. |
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Convert phase-tensor skew into compatibility with 2-D physics. |
- pycsamt.ai.inversion.reliability2d.combine_observation_reliability(measurement, dimensionality, *, minimum=0.0)[source]
Return bounded measurement-by-dimensionality reliability.
- Parameters:
measurement (array-like of float) – Reliability factors in
[0, 1]. Inputs must be broadcastable to one common shape.dimensionality (array-like of float) – Reliability factors in
[0, 1]. Inputs must be broadcastable to one common shape.minimum (float, default=0.0) – Lower bound applied after multiplication.
- Returns:
Broadcast product clipped to
[minimum, 1].- Return type:
- Raises:
ValueError – If inputs are empty, non-finite, outside
[0, 1], or cannot be broadcast together.
Examples
>>> combine_observation_reliability( ... [0.8, 0.5], [0.5, 0.2] ... ).tolist() [0.4, 0.1]
- pycsamt.ai.inversion.reliability2d.dimensionality_reliability(beta_deg, *, beta_scale_deg=5.0, minimum=0.0)[source]
Convert phase-tensor skew into compatibility with 2-D physics.
- Parameters:
beta_deg (array-like of float) – Phase-tensor skew angles in degrees. Non-finite entries receive the configured minimum reliability.
beta_scale_deg (float, default=5.0) – Positive skew scale \(\beta_0\). Reliability equals
exp(-1)at this absolute skew.minimum (float, default=0.0) – Lower bound in the closed interval
[0, 1].
- Returns:
Reliability values with the same shape as
beta_deg.- Return type:
- Raises:
ValueError – If the input is empty or scalar controls are invalid.
Examples
>>> dimensionality_reliability([0.0, 5.0]).round(6).tolist() [1.0, 0.367879]