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then we derive (3.33).
Then we derive and as (5).
Then we derive the second conclusion naturally.
then we derive the following theorem.
Then, we derive the receiver operating characteristics (ROC) analytically.
Then we derive solutions to the corresponding Schwarz problem.
Then we derive the results (3.34) and (3.35).
Then we derive, by taking a point, that (4.22).
Then we derive and compare various Cramér Rao-like bounds (Cramér Rao-likeormance assessment.
Then, we derive a convolution theorem for discrete time signal in discrete time FRFT (DTFRFT) domain.
Then, we derive the exact analytic expressions for Kerr and Faraday rotations.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com