F. Alajaji and N.Whalen. The capacity-cost function of discrete additive noise channels with and without feedback. IEEE Trans. Information Theory, revised June 1999. 22  Home/Search   Document Details and Download   Summary   Related Articles

....i (w; s 1 ; s n ) In either case the receiver does not have access to s 1 ; s n , and decodes w as w = g(y 1 ; y n ) Note that an average cost condition ( power constraint ) on the transmitter output changes the nature of the problem, and will not be treated here. See, e.g. 2 [1, 10]. Shannon s solution for the capacity in the memoryless causal case is given in terms of the ordinary capacity of a derived channel, with a jSj inputs called strategies . An important feature of Shannon s optimum transmitter is that it is instantaneous with respect to the states, i.e. at ....

F. Alajaji and N.Whalen. The capacity-cost function of discrete additive noise channels with and without feedback. IEEE Trans. Information Theory, revised June 1999. 22

Online articles have much greater impact   More about CiteSeer.IST   Add search form to your site   Submit documents   Feedback  

CiteSeer.IST - Copyright Penn State and NEC