カオスを与えるテント形写像による記号列とGFSR法によるM系列乱数列の類似性について
1992 年 2 巻 2 号 p. 131-136
詳細
1992 年 2 巻 2 号 p. 131-136
Graph of Z(y_0) which is a symbolic seqence of y_0 by the tent map of chaotic character shows so-called "self-similarity". This graph is proved to have a similar pattern to the two-dimensional distribution of two succesive M-sequence pseudorandom numbers generated by Arvillias and Maritsas' "realistic generator". This generator is the special class of the generalized feedback shift register generators. The above-mentioned self-similarity is represented by use of two contraction mappings.
