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However, ‖x0‖ = 1 also means a low information rate here.
The high fraction of successful decoding is at the cost of the low information rate.
However, the redundancy (t redundancy packets) is too much which results in a low information rate ultimately.
The approach relaxes the bounds of using high-rate A/D converters for high bandwidth signal processing, in radars and other applications, having low "information rate".
We consider the transmission over an unknown frequency-selective channel of two independent sources with different application-layer characteristics: one source (such as voice) has a low information rate with a strict delay constraint; the other (such as data) has a high rate but without any delay constraints.
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But when the fraction of errors is high, the information rate is low.
Although the information rate is low when the fraction of errors is near 100%, the information rate is acceptable if there is a small penalty in the fraction of successful decoding.
However, the information rate is very low.
The first note is that the overall information rate is very low.
If ‖x0‖ = 1, the information rate will very be low.
The temporal encoding schemes captured by the three orthogonal temporal factors provide alternative, though not completely independent, means of extraction, representation, and transmission of low repetition rate information.
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