fibonacci word造句

The result is the sequence of Fibonacci words.
An example is the Fibonacci word.
A Fibonacci word can be used to build an aperiodic tiling, and to study quasicrystals, which are structures with aperiodic order.
Alternatively, one can imagine directly generating the entire infinite Fibonacci word by the following process : start with a cursor pointing to the single digit 0.
Among aperiodic words, the largest possible palindromic density is achieved by the Fibonacci word, which has density 1 / ?, where ? is the Golden ratio.
It's difficult to find fibonacci word in a sentence. 用fibonacci word造句挺难的

Any prefix of the specific Fibonacci word belongs to " L ", but so do many other strings . " L " has a Fibonacci number of members of each possible length.
When the ratio of the side lengths of the two squares is an irrational number such as the golden ratio, its cross-sections form aperiodic sequences with a similar recursive structure to the Fibonacci word.
In mathematics, several specific infinite sequences of bits have been studied for their mathematical properties; these include the Baum Sweet sequence, Ehrenfeucht Mycielski sequence, Fibonacci word, Kolakoski sequence, regular paperfolding sequence, Rudin Shapiro sequence, and Thue Morse sequence.
If " x " is chosen as the golden ratio, the sequence of 0s and 1s generated in this way has the same recursive structure as the Fibonacci word : it can be split into substrings of the form " 01 " and " 0 " ( that is, there are no two consecutive ones ) and if these two substrings are consistently replaced by the shorter strings " 0 " and " 1 " then another string with the same structure results.