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Let us denote as and as.
This includes of course the inconsistent theory that we will denote as K⊥.
From now on, we denote as and as for simplicity.
Denote as complex multiplication.
Denote as in Theorem 3.6.
Denote as the collection of all partitions of [a, b].
Denote, as before, (U_n=langle e_0, e_1, ldots, e_nrangle ).
Denote as the space of continuous function on with the norm.
Denote as the frame error probability of the wireless link and as the retry limit.
Denote as (q_{jc}) an amount of attribute c embodied in one unit of good j.
Denote as the rate region achievable at PHY layers, and assume that is convex and compact.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com