However, we note that our approach still performs considerably well when as little as 20% of each trace is considered, thus suggesting a good robustness against the lack of available observations.
The work of McGovern et al. [10] can be considered a concrete implementation of this policy (i.e., no codec adaptation is considered, thus directly drop the call that changes rate when this change causes congestion) and will be used as such for comparison in Section 6. (ii) Single-Adaptive Policies.
The two models are equivalent if the following conditions hold: Isotropic path loss is considered; thus, the propagation gain between points a and b is G a, b = | a − b | d 0 − η, where d0 is a constant and η is the path loss exponent.
The value of Δ is set to β ct P y, x P t, x η − 1. Isotropic path loss is considered; thus, the propagation gain between points a and b is G a, b = | a − b | d 0 − η, where d0 is a constant and η is the path loss exponent.
The work of McGovern et al. [10] can be considered a concrete implementation of this policy (i.e., no codec adaptation is considered, thus directly drop the call that changes rate when this change causes congestion) and will be used as such for comparison in Section 6. Single-Adaptive Policies.
In this work, a fading Rayleigh channel is considered, thus the fading coefficients for an M r ×M t MIMO channel can be represented by a matrix: mathbf{H}=left[ begin{array}{cccc} h_{1,1} & h_{1,2} & cdots & h_{1,M_{t}} h_{2,1} & h_{2,2} & cdots & h_{2,M_{t}} vdots & vdots & ddots & vdots h_{M_{r},1} & h_{M_{r},2} & cdots & h_{M_{r},M_{t}} end{array} right], (5).
A 2012 paper by Finnish researchers, who analyzed previous studies, found the number of skin cancers inside tattoos was "seemingly low", and that any link had to be considered "thus far as coincidental".
It could be considered thus as a distinct virtue that prior probabilities depend on expert judgement rather than being problematic.
The number of skin cancers arising in tattoos is seemingly low, and this association has to be considered thus far as coincidental.
The local thermal non-equilibrium between the fluid and particle phase has been considered, thus heat flow has been described using two temperature model.
Restricted encoders are considered; thus, the encoded messages of each user depend only on its own message, not on previously decoded ones.
