The combinatorial properties of Fibonacci words and arrays are now a popularly studied
concept in formal language theory. One such property is the palindromic property of words …

Combinatorial properties of Fibonacci words and Fibonacci arrays play a vital role in formal
languages. The origination of partial words came through the behaviour of DNA strands. In …

Combinatorial properties of 1D Fibonacci words is a well studied topic in Formal language
theory. In the year 2000, Apostolico et. al. extended the concept of one dimensional …

If x is a non-empty string then the repetition xx is called a tandem repeat. Similarly, a tandem
in a two-dimensional array X is a configuration consisting of copies of a same primitive block …

Various scholars have investigated Fibonacci arrays to uncover its combinatorial features
and applications. As an extension of Involutive Fibonacci words, Involutive Fibonacci arrays …

Given an infinite word, enumerating its factors is an important exercise for understanding the
structure of the word. The process of finding all the factors is quite tricky for two-dimensional …

If $ x $ is a non-empty string then the repetition $ xx $ is called a tandem repeat. Similarly, a
tandem in a two dimensional array $ X $ is a configuration consisting of a same primitive …