论文标题
反二元熵函数的改进估计值
An improved estimate of the inverse binary entropy function
论文作者
论文摘要
使用信息熵的特性来估算序列的组合以及来自种群遗传学的有效数量的序列组合，从而得出了两项反二元熵函数的估计值。第二个估计显示了与反二进制熵函数的实际值的密切对应关系，可以看作是距离二进制熵低值的接近近似值，而二进制熵的低值$ p $或$ 1-p $很小。
Two estimates for the inverse binary entropy function are derived using the property of information entropy to estimate combinatorics of sequences as well as related formulas from population genetics for the effective number of alleles. The second estimate shows close correspondence to the actual value of the inverse binary entropy function and can be seen as a close approximation away from low values of binary entropy where $p$ or $1-p$ are small.
