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Exact(33)
Although Equation (25) shows a tight upper bound on the channel capacity, in some regions, there are bounds that are a bit tighter than the above bound.
It is not straightforward to derive a tight upper bound of T Alg 1.
These constraints limit possible peak regrowth and place a tight upper bound on the problem formulation.
As mentioned, Equation 29 provides a tight upper bound for the LP problem.
Therefore, X max ( 2 ) is not likely to be a tight upper bound when n is large or unknown.
This indicates that Γ k s ) is a tight upper bound on the stable throughput, as expected in this case.
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4, and which will lead to a tighter upper bound.
Otherwise, there is a better choice for Q, which will lead to a tighter upper bound.
If λ < UB, then we obtain a tighter upper bound UB = λ.
If λ < UB, then λ is a tighter upper bound and we can update UB = λ.
If the first two moments are known, then a tighter upper bound can be found.
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