摘要
本文研究了三维andelbrot渗流下临界形态,证明了渗流函数θ(p)在pc点是不连续的,同时得到当p<pc时,三维Mandelbrot渗流A的最大连通分支是点,即A是"尘状"的.
The paper considers the lower state of Mandelbrot＇s process. It is proved that the percolation function θ（p） is discontinuous at pc,shows that the set A contains no connected components larger than one point（a, e. ） for p〈pc,o, e. ,the set A is dust--like.
出处
《数学理论与应用》
2007年第3期30-33,共4页
Mathematical Theory and Applications
关键词
n-水平立方体
渗流函数
临界概率
n-level Cube Percolation Function Critical Probability
