[Article] The Emergence of a Possible Coded Vocabulary After the Application of an Algorithm

[Pardis Motiee]

What is unclear to me in the examples in your colored cells PDF is the order for applying the omission rules. In some cases like the first paragraph of You are not allowed to view links. Register or Login to view. you have all three colors at the same time: type one (magenta), type two (blue), type three (green).

Within a word, two elements B and B* are same surrounding a specific region:

The type 3 rule is unclear too: what does "a specific region" mean?

Sometimes, the result depends on the order you apply the rules, and whether removals are done in a second pass, after identification of the repetition patterns or if they are done in a single pass (search, remove, repeat): then the direction of search, left to right or right to left matters.

Identification then removal:
ay by cy -> a b c

Single pass, left to right:
ay by cy -> a b cy

Looking at your colored cells PDF it seems to be the former.

The order of deletions was according to the number of the rules in such a way that first the repetitions of type 1 were reduced to one, then frequent repetitions of type 2 were removed. Finally, type 3 repetitions were removed from the remaining text. This order of removing repetitions continued until no form of repetition remained.

Type 1, then 2, then 3, then loop. Got it I think.

Loop ( loop(Type 1), then loop (Type2), then loop(Type3) )

ay by cy -> a b cy certainly gives different results from ay by cy -> a b c. However, the form I see is something like: aty bty cy so we can see there are two layers of repetitions, and ultimate goal is to remove these disturbing elements. Here these elements go with rule 2, aty bty cy -> at bt c then at bt c -> a b c. It requires a loop for rule 2 and should start again from beginning of the paragraph each time after removing. So that, if y is removed the t won't be left behind.

By specific region I mean a letter or a sequence of letters inside a word, if we imagine a symmetry line, two repeated elements are placed in two sides of the inner segment (sometimes even mirrored).