PubTeX output 2008.02.12:1128
نویسنده
چکیده
The capacity of a class of deterministic relay channels with transmitter input X , receiver output Y , relay output Y = f(X;Y ), and separate noiseless communication link of capacity R from the relay to the receiver, is shown to be C(R ) = supminfI(X;Y ) +R ; I(X;Y; Y )g: Roughly speaking, every bit from the relay is worth one bit to the receiver until saturation at capacity.
منابع مشابه
PubTeX output 1997.05.27:1654
Shannon’s celebrated source coding theorem can be viewed as a “one-sided law of large numbers.” We formulate second-order noiseless source coding theorems for the deviation of the codeword lengths from the entropy. For a class of sources that includes Markov chains we prove a “one-sided central limit theorem” and a law of the iterated logarithm.
متن کاملPubTeX output 1996.03.29:1442
This paper presents a numerical solution of the multiple objective control system design problem for SISO systems. An approximation for the free transfer function in the Qparametrization, in terms of controller complexity, is proposed. Two examples are presented to show that the proposed method has the advantage of directly yielding low-order controllers.
متن کاملPubTeX output 1995.02.07:1452
The construction and analysis of Multiple Input Multiple Output (MIMO) subnets is discussed. It is shown that Hierarchical TimeExtended Petri Nets (H-EPNs) allow the development of structured MIMO subnets through the use of bottom-up Petri Net synthesis techniques. The paper analyzes Petri Net extensions that allow a truly hybrid approach to Petri Net based systems modeling, analysis and develo...
متن کاملPubTeX output 1998.05.05:1722
We consider a many-fermion model which exhibits a transition from a superconducting to a rotational phase with variation of a parameter in its Hamiltonian. The model has analytical solutions in its two limits due to the presence of dynamical symmetries. However, the symmetries are basically incompatible with one another; no simple solution exists in intermediate situations. Exact (numerical) so...
متن کاملPubTeX output 1998.05.05:1918
We have examined the superfluidity of 3He in 98.2% porous silica aerogel with up to 34% 4He at 21.6 bars. The mixture is phase separated for 4He fractions between ,11% and 34%, and the 4Herich phase preferentially occupies the regions of highest silica density in the aerogel, thus modifying the distribution of the correlated disorder seen by superfluid 3He. The 3He Tc increases slightly with 4H...
متن کامل