Title :
Scaling laws for one-dimensional ad Hoc Wireless networks
Author :
Lévêque, Olivier ; Preissmann, Emmanuel
Author_Institution :
Ecole Polytechnique Fed. de Lausanne, Switzerland
Abstract :
We obtain a precise information-theoretic upper bound on the rate per communication pair in a one-dimensional ad hoc wireless network. The key ingredient of our result is a uniform upper bound on the determinant of the Cauchy matrix.
Keywords :
ad hoc networks; determinants; information theory; interference suppression; matrix algebra; Cauchy matrix; determinant; information-theoretic upper bound; one-dimensional ad hoc wireless network; scaling law; Ad hoc networks; Attenuation; Australia; Communication systems; Information analysis; Information theory; Transmission line matrix methods; Upper bound; Wireless communication; Wireless networks; Ad hoc networks; Cauchy matrix; capacity; cut-set bound; determinant;
Journal_Title :
Information Theory, IEEE Transactions on
DOI :
10.1109/TIT.2005.856974
