In this work, the maximum constant rate that can be supported with a probability epsiv f exceeding certain delay bound  D   t  is evaluated. Following the works in (Wu, 2003), the procedure to derive this capacity with probabilistic delay constraint C D   t ,epsiv is described. A simple closed form analytical result is given for block fading channel and different adaptive rate policies. The extension to the general correlated Rayleigh fading is also provided based on a semi-analytical strategy and the previous result for independent samples. As expected, C D   t ,epsiv tends to the ergodic capacity for long allowed delays ( D   t  rarr infin) and diminishes when the delay constraint is more strict. The expected delay violation probability is compared to simulations in order to validate our results.
['Beatriz Soret', 'Mari Carmen Aguayo-Torres', 'J.T. Entrambasaguas']
Capacity with Probabilistic Delay Constraint for Rayleigh Channels