In this paper we examine the problem of autoregressive (AR) modeling of information sources which have been degraded by noise.
There currently exist two standard approaches to isolated word recognition, namely, feature extraction methods and statistical pattern recognition models.
We consider approximations of the form n sup -1-o(1) for the Maximum Clique problem, where n is the number of vertices in the input graph and where the "o(1)" term goes to zero as n increases.
Coverage probability is a key performance indicator for both broadcast and cellular networks, but it is calculated and thus defined in different ways between the two.
The liquid metaphor refers to software that operates seamlessly across multiple devices owned by one or multiple users.
We believe the following three ingredients are enough to explain the mystery of the arrow of time: (1). equations of dynamics of gas molecules, (2).
Suppose intervals arrive in a Poisson stream at rate 1 and each interval remains independently for an exponential time with mean 1/rho.
We consider the model where N queues (users) are served in discrete time by a generalized switch.
This paper studies the asymptotic properties of amplify-and-forward (AF) multiple-input multiple-output (MIMO) two-hop relay channels, where the source, relay and destination terminals are equipped
For a network with one sender, n receivers (users) and m possible messages (files), caching side information at the users allows to satisfy arbitrary simultaneous demands by sending a common (multi
