摘要
IF_i^E在经典网络中称为相关时差。本文提出了IF_i^E的数学模型,即IF_i^E=min{sum from j to E FF_j^E}(i<j,j∈P_n)。据此数学模型,本文揭示了IF_i^E的物理意义,揭示了经典网络的逆向值不具有实用价值的原因。
IF_i^E is so-called Correlative Float in the classics network. This paper presents about the mathematics model of IF_i, that is IF_i=min {sum from i=1 to E FF_i^E}(i<j,j∈P_n). According to the mathematical model, this paper shows the physical meaning of IF_i^E and the cause that the backward pass time parameter of the classics network is not worth using.
出处
《贵州科学》
1992年第1期15-22,共8页
Guizhou Science
基金
贵州省科学技术基金
