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All routines allow for the processing of both monophonic or multiple channel input files.
We introduce a novel power weighting factor, which can weigh the relative importance of system output and channel input energy.
In this paper, the trade-off performance between tracking error, control input energy and channel input power is studied.
Here,,, and are the channel input, output, and state, respectively.
The channel input satisfies an average transmit power constraint: (37).
Also, it can be used on single channel input.
Similar(14)
Next, we describe the channel input-output relationships as follows.
For better illustration, we rewrite the symbol-wise channel input-output relationships in the following: (A4).
As in [12], we use the following channel input-output model: (5).
Now, the above channel input-output relation can also be written as y ~ r y ~ i = | h | x r x i + n ~ r n ~ i, (9).
Under this block-fading assumption, the channel input-output relation in one coherence block can be expressed as y = h x + n (1).
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