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In the upper bounds of P1, P2, P3, and P4, the smallest powers of D are dfree, d2, d3, and d4, respectively.
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The modulation with higher power is used for the 'bad' channel, the one with smallest power for the 'good' channel.
Let (P^{sigma}_{n_{sigma}}) be the smallest power of a path that contains G as an induced subgraph.
First, let K := 2 k be the smallest power of 2 such that K ≥ m.
Let s2=2⌈log2 s ⌉; i.e. the smallest power of 2 greater than or equal to s.
One is that small powers can be effective.
And that is something smaller powers need always to be remember.
And free-riding is an unfortunate but unavoidable consequence of cooperation between large and smaller powers.
(Mr. Kissinger's disdain for small powers also led him to underestimate his North Vietnamese counterparts at the Paris peace talks).
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