Abstract— We consider communication through a cascade of L identical Discrete Memoryless Channels (DMCs). The source and destination node are allowed to use ...
Scaling laws for line networks: from zero-error to min-cut capacity. Author(s) Niesen, U. ; Fragouli, C. ; Tuninetti, D. Published in 2006 IEEE International ...
This new transmission paradigm promises significant performance gains in terms of link reliability, spectral efficiency, system capacity, and transmission range ...
Bibliographic details on Scaling Laws for Line Networks: From Zero-Error to Min-Cut Capacity.
Scaling Laws for Line Networks: From Zero-Error to Min-Cut Capacity. record by Christina Fragouli • Scaling Laws for Line Networks: From Zero-Error to Min ...
Tuninetti, “Scaling Laws for Line Networks: From Zero-Error to Min-Cut Capacity”, submitted to ISIT 2006. [6] P. Gupta, P. R. Kumar, “The Capacity of ...
It is proved that it is sufficient that the block length scales logarithmically with the network length in order to achieve any rate above the zero-error ...
We prove that it is sufficient that the blocklength scales logarithmically with the network length in order to achieve any rates above the zero error capacity.
Nov 22, 2021 · All outgoing edges from the cut must be fully saturated (so flow = capacity) · All incoming edges to the cut must have zero flow.
Missing: Scaling Laws Line Error
The capacity scaling law of wireless networks has been considered as one of the most fundamental issues. In this survey, we aim at providing a comprehensive ...