Base 26, 4D visualization of words.

Karsten Schmidt, aka toxi, author of the experiments' Macronaut 'and' The Well ', continues to divide between the commercial collaborations and projects published (complete with source code attached) on its website. The last in order of time is called ' Base 26 'and it is amazing. This is an attempt to give a new view to all 4-letter words in the English language (or at least of 1650 contained in the Oxford Dictionary). The project is based on two main assumptions: each letter of each word is considered to be a unique number and this principle is expressed by a mathematical formula to which the letter A is given by 0 * 26n, while Z is equal to 25 * 26n. In the formula adopted 'n' represents the position of the letter in the word, then we have n = 3 for the first letter, and so with a descending progression, up to n = 0 to the last letter. The second assumption is based on the use of number that identifies the letter as a coordinate of a 4D representation in which the fourth dimension is represented by time. So, taking the example of the word 'base', we have that b = time, a = X, s = Z, and Y = Through this mathematical algorithm on the basis of 26 (the number of letters of the alphabet), Karsten manages to give life to an astonishing four-dimensional visualization of words. In the graph (which uses inter alia a table of colors to highlight the recurrence of adverbs, pronouns, verbs, etc..) Can also determine the frequency of a word based on the width of the radius around the node that is in a language filtered by Boolean operators and represented through Cartesian axes. This may seem like just normal, in fact we are accustomed to seeing manipulate programming languages, the novelty in this case is that we are faced with a language, the English precisely, which makes the experiment Karsten Schmidt merits, therefore, the 'semeiologists well as the attention of web designers. For anyone wishing to engage – and well worth the money – you can download the source code is distributed under the 'creative commons license'.