Using the real-space renormalization group transformation method, critical behavior on two-dimension and d-dimension(d>2) X fractal lattices is studied.
采用实空间重整化群变换的方法，研究了2维和d（d>2）维X分形晶格上的临界性质。
These transformations are made up of renormalization group. Then the fixed point of transformation can be found, among which those unstable ones are critical points of phase transition.
然后找出重整化变换的不动点，在所有不动点中那些不稳定不动点是发生相变的临界点。
These transformations are made up of renormalization group. Then the fixed point of transformation can be found, among which those unstable ones are critical points of phase transition.
然后找出重整化变换的不动点，在所有不动点中那些不稳定不动点是发生相变的临界点。
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