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We will follow the derivation for the right groove.
Being a new extended architecture, we also established the derivation for the hybrid system speedup.
Next, we present the derivation for the PDF of random variable Y(a).
We omit the derivation for (ii) since it is similar to the above proof.
In Section 4, we show the derivation for the Cramér Rao lower bound (CRLB).
We omit the proof for Theorem 2 since the derivation for each mutual information follows directly from [15].
Similar(22)
The derivations for CRLB can be referred to [17].
We assume flat fading channels and present the derivations for the single carrier case.
The derivations for CRB are presented in the Appendix for clarity.
This section represents the derivations for phase estimation from the TFR generated by the XWVD.
Section 6 demonstrates the derivations for average channel capacity and an upper bound on channel capacity.
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