科赫曲线 meaning in Chinese

koch curve
koch snowflake

That indicates these generalized koch curves do n ' t belong to the same universal class
说明这些推广后的无分支科赫曲线并不属于同一个普适类。
A generalization , n > 4 , is given in this paper . in result the critical points of these koch curve with different values of tv by decimation based on ising model are same , but the critical exponents are different . the four ones , , , are same , and the other two v , are different
本文对其进行一种推广，推广后n 4 ，对于取不同n值的科赫曲线应用重整化群的格点消元法，仍采用ising模型，结果得到同样的相变点，但是临界指数不完全相同，其中，，，相同，而，不同。
The exact expression is n = 4 " , in which n is the stage of koch curve . since we only consider one generator in computation process , so we simplify it as n = 4 ) . the critical point of this kind of koch curve is zero , also called zero temperature phase transition , and this is the character of all the limited branching systems
无分支科赫曲线是一种典型的分形，前人的研究都局限于n = 4 ( n是用线元，面元，或体元覆盖分形系统所需要的覆盖次数，确切的应该写成n = 4 ~ n ，其中n为科赫曲线的级，但我们在重整化群计算时只考虑一个生成元，所以简化为n = 4 )情况，这种科赫曲线的相变点为零，是一种零温相变，这也是有限分岔系统的相变特征。