Finally, we consider the hemispheric decoder, in which we also discard information about BD in each hemisphere.
First consider a decoder in which the IPC is used and decoding is terminated after an iteration in which the integrated parity checks are satisfied during all message-update subit-erations.
We also designed a "hypersystolic" Reed-Solomon decoder, in which the clock signal as well all other signals fanned out in a tree, in which each node could communicate only with its ancestor and its children.
We also consider a frequency-dependent pattern matching decoder in which the pattern ρ j is broken into subvectors corresponding to frequency bands, and each subvector is normalized separately.
However, this is only a failure insofar as the goal is to obtain the actual encoded frame rate and not the frame rate observed at the decoder (which in this case is exactly half the encoded frame rate).
However, in case of high packet loss rate, such correlation may be destroyed due to poor reconstruction of SI at the decoder, which in turn degrades the coding performance.
Regarding the occupied board area, Table 3 shows a summary of the hardware resources required by the decoder, which, in a similar way with the encoder, is less than a 1%.
We focus on several special considerations in the decoder design, which are necessitated by the dependency of the HTM score at each given frame on the model parameters associated with a variable number of adjacent past and future phones.
However, for relay location B, convergence threshold is −7.7 and −7.4 dB when p e is known and unknown at the decoder, respectively, which results in a performance degradation of 0.3 dB.
For SJPEG, a single bit error can lead to a complete loss of synchronism at the decoder which results in a completely unusable picture.
