literature

The Mathematical Travellers

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Literature Text


The Mathematical Travellers are strange "beings" that apparently wandering aimlessly between different Planar Spaces and non-Planar Spaces 1: they can move through the Interplanar Fabric and into another Interplanar Spaces, also those that belongs to the shterluzt 2 and other very strang areas of the Alpkatchen, like the Annex Concepts of Njiruh, Namosë, Anūbuḫu or the Qnch'ur'u. Also they move through "It Abstract".

Thanks to the Mathematical Travellers, the "normal" species of Milegu, like the Prosperous Races (between them the Dussians) and others that have acquired a high knowledge of how the 0-Milegu works (or even the ∞p-Milegu), came to have a deeper understanding of the Alpkatchen and its implications for the whole Milegu and certain unsolvable paradoxes as is-doesn't-exist.

The Mathematical Travellers are Mathematical Entities and, like all the beings that belong to the Alpkatchen, are in a permanent state of is-non-existence (is-doesn't-exist).

Unlike other beings that are "stable", in a certain way, because of their own instability (ie, remain equal to themselves precisely because the ∞-paradoxes —which imply that never are equal themselves—), the Mathematical Travellers have to cross through different Realities of Milegu to stabilize their own nature.

Is because of these travels that they were known outside the Mathematical Domains.

His travels are so devilishly twisted, but both simple (not hidden at all, which is fortunate, because if not they would be totally unobservable) that since its discovery patterns are sought in their travels.

It is suspected that the path chosen has strange ulterior motives.

Apart of rational inquiry about this mystery, several esoteric gourps of Dussians (banned in some colonies) are tirelessly dedicated to studying these trajectories.

The dussian scientific research about those travels were unable to solve much, except to confirm that there are patters in those travels.

One of the most daring theories states that these travels are equations 3  themselves to maintain their stability.


* 1: Non-planar spaces are considered those spaces so extravagantly exotic that do not fit with this classification. Other scholars call them Exotic Spaces. Among them are the domains belonging to Alpkatchen (like "It Abstract", Mathematical Domains, or Abstract Fragments), certain hybrids between Planes and Annex Concepts (Njiruh-Planes, Namosë-Planes or Qnch'ur'u) and places as strange as the Abstract Plane, Metaphysical Universes, the Shterluzt, the Absurd Worlds or spatial abstractions. Another name for this set would call them all "Deep Alpkatchen", since all these "places" are based on this concept.
*2: The Shterluzt are really strange "places" that are the measures themselves. Example: There is a Shterluzt of one unit per one unit. So, Shterluzt are archetypical places of measures. Is not really important for the comprehension of the rest of the article.
*3: Although not mathematical equations. Actually the name "Math" for Mathematical Traveling is wrong. The Mathematical Travellers and the Mathematical Entities base their existence on an Annex Concept to Mathematics, called Anūbuḫu. The trajectories through time and space of the Mathematical Travellers would be anūbuḫu ecuations and they would be "Anūbuḫu" Travellers.
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ChasMandala's avatar
A most interesting story - and a neat picture to go along with it! :clap: