Publications

Minimum distances, distance distributions, and error components on a binary symmetric channel are given for typical codes from Shannon's random code ensemble and for typical codes from a random lin

Minimum distances, distance distributions, and error exponents on a BSC are given for typical codes from Shannon's random code ensemble and for typical codes from a random linear code ensemble.

Minimum distances, distance distributions, and error exponents on a binary-symmetric channel (BSC) are given for typical codes from Shannon's random code ensemble and for typical codes from a rando

We consider the average and typical performance of random binary codes of length N and size M=eNR from Shannon's random code ensemble (RCE) and from a random linear code ensemble (LCE), on a binary

Recently, there has been a considerable interest in determining the limits to communications over multipath fading channels.

In this correspondence, we consider the random coding error exponent for nondispersive two-dimensional (2-D) (quadrature) fading channels for which the channel state information (CSI) is perfectly

We study random coupling induced crosstalk between groups of degenerate modes in spatially multiplexed optical transmission.

A probabilistically checkable debate system (PCDS) for a language L consists of a probabilistic polynomial-time verifier V and a debate between Player 1, who claims that the input x is in L, and Pl

This work explores the effects of random undulator field errors on the output radiation.

Undulators and wigglers are central components of free electron lasers and proposed new high brightness synchrotron radiation light sources.