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The secrecy outage probability can be defined as the probability that the achievable secrecy rate is less than a given rate of transmission Rs such that Rs>0.
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In general, there exists a real number R such that the series converges when −R < x < R but diverges if x < −R or x > R.
We take a number R such that (R>max(1,frac{5}{4}r)).
Let u ∈ H 1 ( R ) such that Q ( u ) = q.
where α ∈ R such that 1 < α ≤ 2.
Take (a,b in R) such that (a < b).
Let r ′ be the dual of r such that 1 / r + 1 / r ′ = 1.
There are S R such sub-codebooks for each u r n w ˜ R, j r.
Then there exist (q, r in R) such that (q lambda, r muin W_{n}(R)).
By the axiom of comprehension, there is a set R such that for any x, x ∈ R iff x ∉ x.
(urightarrow0) means there exists a sufficiently small positive number r such that (uin[0,r]).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com