Wednesday 14 August 2019

Distance Theory Algebraically Supplemented Brane Simplified Model 2 Distance

Distance Theory Algebraically Supplemented Brane Simplified Model 2 Distance

Distance Theory Algebraically Supplemented
Brane Simplified Model
2
Distance
Direct Succession of Distance Theory
TANAKA Akio
1
Metric model of 5-dimensional spacetime is expressed below from Randall and Sundrum (1999).
ds= e2U(y)ηmndxmdxn + dy2
Branes exist at = 0 and y = d.
Our world is regarded as brane y = 0.
U(y) is called .
2
Using of circle ( radius R )’s identification, y is expressed by that scales from 0 to ±πR.
Distance is defined in .
According to of is measured in bulk spacetime of 5 dimensional Anti-deSitter space.
3
Distance in is expressed from <= –πR> to <y = 0> and from <y = 0> to <= +πR>.
Now “from <= –πR> to <y = 0>” is called and “from <y = 0> to <= +πR>” is called .
Values of are same at and .
4
In (abbreviation; DTAS), word is regarded by ’s value.
BraneDistance[1]
 
  
5
Word has distance at and .
6
Now distance at is called distance of and distance at is called distance of .
[References]
2.1.3 Distance Theory
2.1.4 Reversion Theory
2.2.1 Prague Theory
2.3  Warp Theory
2.4  Time Theory
4.3.1 Guarantee of Language
4.3.2 Place where Quantum of Language Exists
4.3.3 Actual Language and Imaginary Language
4.5.1 Mirror Language
4.5.2 Mirror Theory
[AT11] Distance and Time  Language Multi-Time Conjecture 3  5th Time for KARCEVSKIJ
[ATT3] Enlarged Distance Theory
[ATT4] Opened Time and Closed Time
1 Deep Fissure between Word and Sentence
2 From Cut and Glue Dimension to Krull Dimension  8th For KARCEVSKIJ Sergej
Tokyo October 26, 2007
Sekinan Research Field of Language


Read more: https://srfl-collection.webnode.com/news/basis-of-study-5/

No comments:

Post a Comment