Recursively defining larger and larger verses.
Here I am going to describe a hiearchy of verses starting from the smallest system ( sub quantum) to the limit of these systems the all encompassing Box.
Before I move on I need to describe what I mean by something being sub quantum, in a general sense this means being smaller than the fundemental building blocks of our universe and possibly all universes. So if the strings are the fundemental building blocks of matter at the planck scale then a structure that is sub quantum would be on scales less than 1.6*10-35m or 1 planck length. I have decided to call the building block that makes up the cosmic strings quantum pixels as are shaped like pixels with the only difference being that they exist in 11+ dimensions not 2. The fundemental buildi…
Something I NEED to tell everyone.
I am trying to import all of All Dimensions wiki to this wiki. I am testing what would happen when I import an article that has the same name as an article on this wiki. I am going to be making a test page, do not delete it!
List of Intervals
Wikipedia lists eleven intervals, which I've made pages for. Here they are, along with their pages and equivalent one-dimensional manifolds. I haven't distinguished left-open and right-open because that'd just be weird.
- empty: : Euclidean line (Euclidean line)
Uncentillion
It is the Omniverse's Uncentillionenth birthday! What have we learned in the last several octillion decades?
How many dimensions does an arc of a circle have?
How many dimensions does an arc of a circle have? Well, it may have one, or two dimensions. I would argue that it has two dimensions, and here is why.
It only seems reasonable that an arc of a circle is two dimensional because you are bending a line segment in the second dimension.
A real reason that shows an arc of a circle is two dimensional is this: how many perpinduclar lines do you need to label every point on the arc of a circle? You need to perpindicular axis, so an arc of a circle is two dimensional. It can only exist in two dimensions or higher.
This may sound stange, and you may be a tiny bit emotinal, but think about it. It just makes sense. It makes sense because curves behave in ways you might not expect. So the outline of a circ…
List of One-Dimensional Shapes
Considering shapes to be manifolds, possibly with boundaries, there are exactly seven one dimensional shapes.
- 1 Without Boundary
- 1.1 Compact
- 1.2 Noncompact
- 2 With Boundary
- Circle
- Euclidean line
- Open long ray
- Long line
- Line segment
- Half-open line segment
- Long ray
Klknverse
A Klknverse is a verse where the temperature increases by 1/10 of a Kelvin every second. This is strange because the laws of physics only allow verses to increase in entropy, and decrease in temperature. Not the other way around.
There exists the hypothesis that this effect is a consequence of events occurring in the multiverse this universe is part of, possibly caused by it also being a type of mobileverse.
Vital Articles
Back on the All Dimensions wiki, I made a page outlining some vital articles in the style of Wikipedia, to make sure that we have everything that we need present and up to a good quality. That probably still stands, so behold, the Vital Articles list once more.
Our goals may have drifted a little, so it might seem slightly dated, but I think it's a good starting point.
- 1 Level 0 (1/1)
- 2 Level 1 (10/10)
- 3 Level 2 (100/100)
- 3.1 Types of Shapes (9)
- 3.2 Measures of Shapes (5)
- 3.3 Parts of Shapes (6)
- 3.4 Types of Spaces (14)
- 3.5 Shape Notation (4)
- 3.6 Shape Operations (5)
- 3.7 Low-Dimensional Shapes (6)
- 3.8 Regular Polyhedra (7)
- 3.9 Regular Polychora (10)
- 3.10 Physics (5)
- 3.11 Astronomical Structures (5)
- 3.12 Cosmological Structures (7)
- 3.13 Hypercosmological Structures (8)
- 3.14…
A better proof showing the Harmonic Series diverges
The current proof that shows the Harmonic Series diverges is wrong. When you get to this stage:
, where k, and n are integers. If we add all those fractions up, we get something less than one.
We have a contradiction. The extra one did too much to make up for the missing fractions. If this has a value, then mathematics would be broken. So therefore, the Harmonic Series diverges.
Some Topological Manifolds
Because every two-dimensional manifold is a connected sum of sum number of tori and some number of real projective planes, and there's a fancy relation where a torus and a RPP is actually just three RPPs, you can make a cool chart. Something like this (with the row and columns representing direct sums):
This was way more boring than I expected it to be, because after making this table I just realised that adding one cross-cap kills orientability so it's just going to be a whole bunch of crosscaps. Shrug emoji.
Complex Polytopes
One thing I've just read about today are complex polytopes. Polytopes are some collection of points, lines, faces and so in in the space | style="white-space: nowrap;"|360 points | style="white-space: nowrap;"|600 tricomtela | style="white-space: nowrap;"| |}
Some Megaprojects
Obviously, the first action took by an advanced civilisation with sufficient resources is to perform some intense projects. This blog post is going to look at a few potential categories that could be performed.
One thing that you can do with a whole bunch of energy is to somehow turn that energy directly into matter. If you're running low on planets, this is a very inefficient way to get more and why on earth would you ever want to do this you could just starlift but no those bureaucrats up in the Capitol Bubble want a planet out of energy.
The mass of various objects, and their energy equivalents, are as follows:
Assuming that a civilization can bring around 10 seconds of its energy around on any single project (the equivalent of humanity la…
A new field of Mathematics: Local Mathematics
- 1 What is Local Mathematics?
- 2 Why is it called Local Mathematics?
- 3 Learning Local Mathematics
- 3.1 What is a force?
- 4 Verse & Dimensions Wikia study for Local Mathematics
Local Mathematics is the study of dimensions, and verses. These are the questions you need to ask when studying Local Mathematics: How does this Universe behave? What happens when these two verses collide? These are the types of questions you need to ask when dealing with Local Mathematics.
It is called Local Mathematics, because mathematics is typically universal. Local means not universal. So, what applies to one Universe might not apply to another. There could be other Universes out there with no related properties to our own. That is why it is called Local Mathematics.
Withou…
Energy and Dimensions
Current cosmological theories have the universe be made up of multiple forms of energy. The three most commonly involved are dark energy, matter, and radiation. These three energy forms exist at various densities, and through their interactions with gravity dictate the way in which the universe expands at the largest scales.
The exact way that these determine the universes' expansion is given by the Friedmann equation,
|}
Verse and Dimensional Analysis
One project that I was maybe going to work on in the old All Dimensions wiki was this Units page. It was a natural extension of the pages for edge length, surface area, and so on, to physical quantities that weren't just in [length]n.
With the pages for energy and specific energy, I think it's time to start that project back up again! All Dimensional analysis will rock this earth!
- 1 Base Units
- 1.1 Official
- 1.2 Extended
- 2 Spatial
- 2.1 Space Antiderivatives
- 2.2 Angular Antiderivatives
- 3 Translational Mechanical
- 3.1 Time Derivatives of Position
- 3.2 Time Antiderivatives of Position
- 3.3 Time Derivatives of Mass
- 3.4 Time Derivatives of Momentum
- 3.5 Time Derivatives of Energy
- 3.6 Time Antiderivatives of Energy
- 4 Rotational Mechanical
- 4.1 Time Derivatives of Angle
- 4.2 Time Antider…
We have reached 10 individuals on this wiki!!!!!!!!!!!!!!!!!!!!!!
Thank you all for your terrific support!!!!!!
My shape notation
Here you go...
- 1 Regular polytopes
- 2 Uniform convex polytopes
- 3 Tilings
- 4 Star polygons
- 5 Curved shapes and related
- 6 Examples
Use . for a point and | for a line segment
For a regular polygon of n sides, write G followed by the number of sides. So G4 is a square, G7 is a heptagon, and G38 is a 38-gon.
For the regular polyhedra, use T, C, O, D, and I for tet, cube, oct, doe, and ike respectively.
For the polychora, use P, S, E, R, A, and X for pen, tes, hex, ico, hi, and ex respectively.
For higher dimensions, use Tn for n-simplex, Cn for n-cube, and On for n-cross.
This is fairly simple. After a regular polytope, put "t" for truncation and then a "truncation code". The truncation code is easy to determine, simply write the diagram of the shape, and converts…
Names of Shape Operations, Dimensions 1 through 6
I got bored
- 1 ONE DIMENSIONAL
- 2 TWO DIMENSIONAL
- 3 THREE DIMENSIONAL
- 4 FOUR DIMENSIONAL
- 5 FIVE DIMENSIONAL
- 6 SIX DIMENSIONAL
- x Regular
- xo Regular
- ox Rectified {Regular Dual}
- xx Truncated
- xoo Regular
- oxo Rectified
- oox Birectified {Regular Dual}
- xxo Truncated
- oxx Bitruncated {Truncated Dual}
- xox Cantellated
- xxx Cantitruncted
- xooo Regular
- oxoo Rectified
- ooxo Birectified {Rectified Dual}
- ooox Trirectified {Regular Dual}
- xxoo Truncated
- oxxo Bitruncated
- ooxx Tritruncated {Truncated Dual}
- xoxo Cantellated
- oxox Bicantellated {Cantellated Dual}
- xxxo Cantitruncated
- oxxx Bicantitruncated {Cantitruncated Dual}
- xoox Runcinated
- xoxx Runcicantellated {Runcitruncated Dual}
- xxox Runcitruncated
- xxxx Runcicantitruncated
- xoooo Regular
- oxooo Rectified
- ooxoo Birectified
- oooxo Trirectified {Rectified Dua…
200th page!
This wiki's 200th page is pentachoron. Nice job everyone!
Let's try for 250! What do you think the 250th page will be?
Upon creating a navbox
Holomanga: This ordered list looks fine. What do you mean, make the articles? That's not my job.
Second Soup: Oh great, this again. We've just went through all this.
Aarex: Hooray, I can get more badges for page creation! This comment created by AarexWikia04.
MatthewandMario: Yes, all according to plan...
BeyonderGodOmnipotent: This is all in The Box anyway. I've already got it all beat.
Hunter Wizard: It's also all in the Endless and Existance!
{Is our wiki large enough for shitposts about the users yet? Science says yes.}
My mistake
I am okay if pages contain vague descriptions IF there is no good way to define it.
MatthewandMario (talk) 23:10, July 30, 2016 (UTC)MatthewandMario
The Records
- All (6/14/16)
- The Box (6/21/16)
- Endless (7/17/16)
- The Network (7/22/16)
- Netland (7/23/16)
The Supercosmology
The Supercosmology is a shared cosmology used amongst this entire Wikia. Nobody is forced to use the supercosmology; instead, anyone may add to it as they wish, leaving it alone if it conflicts with their own beliefs (as per the Law of Cosmological Subjectivity).
The Law of Cosmological Subjectivity
This wikia's cosmologies are entirely subjective; they all exist simultaneously, regardless of logical structure.
And that's about it.
If you want a constant stack of ever-more-abstract structures ascending past imagination and reason, go for it. If you want the Box to be the highest level, you can stop there. If you want the Omniverse to be the highest level, you can stop there. If you want the universe (ours) to be the only -verse that actually exists, you can do that.
We do try to share our cosmologies to some extent on this wiki, but if there are contradictions, you're free to branch off and make your own little world.
Matterium
Matterium is a solid material composed of both matter and dark matter. Because dark matter doesn't interact with itself except gravitationally, if matter and dark matter can be bound matterium can be made to an arbitrarily large density provided it doesn't become a black hole.
Indestrucabium
Indestrucabium is the building material that is 10x strong as Diamond. This material created by User:AarexWikia04. When present, it can be used to construct small megastructures without any exotic engineering techniques or more advanced technologies like space warping.
The Universal hierarchy
DISCLAIMER: THIS IS NOT REAL. THIS CONCEPT CREATED BY ME.
I am trying to separate the smaller groups by this tree. Enjoy.
- 1 The Universal Hierarchy
- 1.1 The Computer Tier
- 1.2 The Exotic Tier
- 1.3 The Unthinkable Tier
- 1.4 The High Cosmology Tier
- 1.5 The Low Cosmology Tier
- 1.6 The Astrology Tier
- 1.7 The Inner Space Tier
- The Network: Biggest computer tier ever, linked with the Systems.
- System: Need to controlled by one or more users.
- Program: Part of the System.
- Code: Where the building blocks are computed.
- The Emulator: An example type of the program.
- The Emulator-space: Between the program level and the final level of the never-ending timeline.
- Never-ending Timeline (The timeline captured at the True Endless, or lower-level never ending timelines starting with the gr…
Verse Dimensions
First of all, the scientists tells our universe contains 10 space dimensions and 1 time dimensions. That's 10+1 dimensions in our universe.
The old proposal was denied. And I made a new proposal:
- Multiverse contains universe. Multiverse have the dimensions as the highest dimension number of the universe.
- Archverses have the dimensions as the highest dimension number of the lower archverse layer.
- Hyperverses can have variable amount of dimensions, and goes up to infinite dimensions.
- Omniverses, contains every set of possible -verses. The highest dimension of one of the -verses is hyperverses, therefore omniverses might have infinite dimensions.
- Beyond the omniverse still have infinite dimensions, because it contains the omniverse in it.