Showing posts with label topology. Show all posts
Showing posts with label topology. Show all posts

+Poincaré conjecture

+braid

+knot

A knot is a closed string as a link with one (1) component. It can also be defined as a tangled string in Euclidean space (R3).

+fold

Folding is the name given to differential steps in the process of a brane's animation (ie. symmetry-breaking) as it assumes its final topology. Attainment of this (solution) - the closed🔒 string [yesegalomeshroom] - should result in a 0-bubble twistor.

For the most part, "to fold" an object is to bend, compress, twist, or otherwise permute it so that it becomes self-integrated according to its calculus. By-and-large, we accomplish this using fruut as part of stew choreography.

A fold would be an intermediate state within the walk process (preimageimage). Essential to stereotyping, our interest in folds and folding*, in general, is so that we can (more easily) synthesize middlegame makeup.An act of hyperlinking (see also The Origamic Symphony, Gallivan fold, hyperlink, tip, knot)

Note (+): An inbetween will not always qualify for being one of these states.

+zero-bubble

The zero-bubble (also written as "0-bubble" or "0b") or "sponge" is a bubble shapeframe (stereogram*) with no inflatons (scalar fields responsible for blowup from a single point [0-brane]). A 0b is a type of homeomorphism as a totally twisted loop, and formally marks the end of a proof.🔲Greater than or equal to three (3) spatial dimensions.

Note (+): The supposition for 'zero' (+/-) is that when tabulating the yield, all spots on the mesh which would allow for an opening, vanish (0,0).



Sponges are the ideal [most secure🔐] ¢ent structures [signed certificates] for a closed🔒 string (and thus, fibor). Taken by themselves, zero-bubbles (frictionless assets) are considered solved puzzles🚩 (ie. completely mapped/encrypted/melodic/folded).

Function map: spongefibor

+twistor space

Ludologically, twistor space or "slot" is a complex configuration space (eg. geotop) of solutions to the twistor identity ||f(u,u)=0||. Because a fibor is encoded to close🔒 its loopstring the exact same way every time (ascertained from the uniqueness property), there must exist an acoustic bound in place enforcing these conformations (bubble or vacuum); without such a field, the fibor (as measured in ¢ents) would not bifurcate (into MONEY or bubblegum) as a function of symmetry-breaking.

Notes (+): +We assume that each twistor field is unique to some fibor. Essentially, this is a mapped spinor. The 'spin' (an object's spinning metric signature) here is identifiable with the quantum fields of arbitrary spin.

+Everything in twistor space is dyadic (u,u).


Twistor space' complexity is curvilinear (T)*.More accurately, sesquilinear. (see also handicap, jukespace)