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The decoding is considered successful if the decoded bit plane error probability is lower than and its CRC matches the one received from the encoder.
Whenever the estimated bit plane error probability is higher than a predefined threshold, typically, the decoder requests more parity bits from the encoder using the feedback channel.
But initial tests show that the pilot was experienced, was not under the influence of drugs or alcohol, and the plane, a brand new Boeing 737, had no technical issues, all of which rules out pilot or plane error.
Moreover, again based on empirical data, a model is derived to obtain a proper bit rate allocation at band level, for every bit plane, by computing the relative bit plane error probability and conditional entropy.
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Deviations reflect the first-order approximation of the understory BRDF in the MISR viewing plane; errors in the shrub statistics; and the 12 month lag between the two data sets.
The Laplacian correlation noise model serves as a basis to derive the bit-plane error probability, which is mapped to a bit-rate using functions trained offline.
The measurement could also be improved by reducing the out-of-plane error of the optimisation.
The expected in-plane errors are shown to be less than 0.1 μm and the corresponding out-of-plane errors about three times larger.
The plane positioning error is lager than the line positioning error, which means that when the line position can satisfy the need in practical engineering, it is better to use the line position instead of the plane location.
The plane positioning error with the diagonal speed is the minimum one.
Given the joint PDF in the Cartesian plane, the error probabilities P(Δ ∈ A1) and P(Δ ∈ A2) can be evaluated for a given pair of desired and mirror symbol characterized by the indices m,n and p,q.
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