This work examines various statistical distributions in connection with random Vandermonde matrices and their generalization to $d$-dimensional phase distributions.
A multihop relaying system is analyzed where data sent by a multi-antenna source is relayed by successive multi-antenna relays until it reaches a multi-antenna destination.
We analyze a multi-level MIMO relaying system where a multiple-antenna transmitter sends data to a multiple-antenna receiver through several relay levels, also equipped with multiple antennas.
This paper introduces two new formulas to derive explicit capacity expressions of a class of communication schemes, which include single-cell multi-user MIMO and single-user MIMO with multi-cell in
HE analysis of the radiation from dipoles as given by Sommerfeld and by von Hoerschelmann is deficient in one respect: it does not give the true 1 asymptotic expressions for the radiation leaving a
This paper explores the fundamental downlink performance limits of multi-cell networks when cooperation is allowed between all the base station in the network.
This paper investigates blocking probabilities obtained from multidimensional truncated Poisson distributions.
A method is presented for calculating the partition function, and from it, performance measures, for closed Markovian stochastic networks with queuing centers in which the service or processing rat
Striking progress has been made recently in obtaining expressions for the Sojourn Time Distribution Function (STDF) of a job at a c-server, First Come First Serve (FCFS) center in a closed, product
We consider a certain class of large random matrices, composed of independent column vectors with zero mean and different covariance matrices, and derive asymptotically tight deterministic approxim
