Sentence examples for more complex decoding from inspiring English sources
In general, the greater the memory (i.e., the more states) used by the encoder, the better the error-correcting performance of the code but only at the cost of a more complex decoding algorithm.
QMSK p = 0 is more preferable than QFSK κ = 1 ∕ 2 since it owns narrower bandwidth, if we can afford slightly more complex decoding processing (e.g., Viterbi algorithm).
However, similar tools like spatial motion smoothing and motion vector refinement, as described elsewhere [21, 22], can be used along with the proposed technique in order to increase the overall performance at the cost of a more complex decoding.
Other works address the application of LDPC to bursty channels, focusing on alternative more complex decoding algorithms, like those in [25, 26], or encoding algorithms, like the one in [27], as a mean to recover from error bursts.
For instance, BPSK with RRC pulse and MSK p = 0 have comparable error-bandwidth performance, but MSK possess constant envelope (which allows more efficient power amplifier) at the price of more complex decoding processing (includes e.g. Viterbi algorithm).
What do we predict for a more general, and more complex, decoding scheme that optimally pools all the information available in the responses of noisy neurons within and between modules?
This result suggests that expressions of attitudes with low identification rates are more complex to decode and require more pragmatic information, that is, more contextual and possibly idiosyncratic information to be interpreted correctly.
The decoding process of CDMA systems is more complex than the decoding of single user transmission systems.
It is usually more complex than the decoding part.
A lattice-based maximum likelihood detector is used for decoding, which is computationally more complex than the decoupled decoding of orthogonal space-time block codes.
The proposed system implements SW coding by means of LDPCA[38] channel codes, which uses the message passing algorithm for decoding and is vastly more complex than binary arithmetic decoding.
