for any information source on a countable set, the limit properties of relative likelihood ratio and log-likelihood ratio of entropy with respect to the independent geometry distribution, an important problem in the information theory is discussed 摘要對任意的可列集上的信息源,探討資訊論的一個重要問題,即探討了相對于獨(dú)立型幾何分布的熵密度似然比與對數(shù)似然比的極限性質(zhì)。