Abstract
The capacity region of a class of deterministic discrete memoryless interference channels is established. In this class of channels the outputsY_{1}andY_{2}are (deterministic) functions of the inputsX_{1}andX_{2}such thatH(Y_{1}|X_{1})=H(V_{2})andH(Y_{2}|X_{2})=H(V_{l})for all product probabiliW distributions onX_{1}X_{2}, whereV_{1}is a function ofX_{1}andV_{2}a function ofX_{2}. The capacity, region for the case in whichV_{2} equiv 0andY_{1}depends randomly onX_{1}is also obtained and illustrated with an example.
Index
Terms
Available to subscribers and IEEE members.
References
Available to subscribers and IEEE members.
Citing Documents
Available to subscribers and IEEE members.
Cart
