Content deleted Content added
m v2.04b - Bot T20 CW#61 - Fix errors for CW project (Reference before punctuation) |
|||
Line 249:
=== Wireless Communications ===
In wireless communications, a scaled version of the stretched exponential function has been shown to appear in the Laplace Transform for the interference power <math>I</math> when the transmitters' locations are modeled as a 2D [[Poisson point process|Poisson Point Process]] with no exclusion region around the receiver.<ref>{{cite journal
| author = Ammar, H. A., Nasser, Y. and Artail, H.
| year = 2018
Line 255:
| journal = 2018 IEEE International Conference on Communications (ICC)
| pages = 1-6
| doi = 10.1109/ICC.2018.8422214 | arxiv = 1803.10440 }}</ref>
The [[Laplace Transform]] can be written for arbitrary [[fading]] distribution as follows:
| |||