Nested Torus Theory
- Plane Pillar Torus -
A
1 Word consists of lineation. Sentence consists of plane.
Refer to the following paper.
Also refer to the next papers.
2 Plane is topologically transformed to pillar. Pillar is topologically transformed to torus.
3 Time is measured by pillar’s brim. Time is topologically measured by torus’ circumference of cross section.
4 Time is confined in torus.
B
5 Word starts from a lineation. Word ends to a lineation. Two lineations are called to start lineation and end lineation. Abbreviation is SL and EL.
6 Sentence has SL and EL. Paraphrase it, sentence has time.
7 Plane has SL and EL. Plane has time.
8 Pillar joins SL and EL. Pillar has time that is joined at SL and EL.
9 Pillar joins time.
10 Sentence has SL and EL at the very same point.
11 Sentence joins time.
12 Torus joins time.
Refer to the following paper.
Also refer to the next papers.
Also refer to the next model of word and sentence.
Also refer to the next basic papers on time.
Total image of the idea is mapped by the following.
C
13 Sentence is expressed by plane.
14 Different sentences are expressed by different planes.
15 Planes are piled up.
16 Piled up planes are transformed to pillar.
17 Pillar has piled up planes in it.
18 Pillar is transformed to torus.
19 Torus has nested toruses in itself.
20 All the sentences are in nested toruses.
Refer to the following paper.
D
21 Plane expresses sentence. Plane expresses universe.
Refer to the following paper.
22 One-plane-torus has one time.
23 Nested torus has different times.
24 Nested torus expresses different universe.
25 Nested torus expresses multiuniverse.
E
26 Word is expressed by lineation.
27 Sentence is expressed by plane.
28 Sentence is also expressed by pillar and torus.
29 Word and sentence make universe.
30 Different universe is expressed by different plane.
31 Different planes are piled up.
32 Piled up planes is expressed by nested torus.
33 Multiworld is expressed by nested torus.
34 Multiworld grows.
35 Nested torus grows.
Refer to the following papers.
Also refer to the next basic papers.
F
36 Torus’ surface is defined by differential equation in which 2 π’s periodic function is continuous and has two variants. The derived function is also given continuously.
37 Two variants indicate plane’s spot at which quanta are put on.
Refer to the following paper.
38 Nested inner or outer toruses do not cross.
39 Each torus has own universe.
40 Our universe is a torus in all the nested toruses.
Tokyo May 27, 2006
Sekinan Research Field of Language
www.sekinan.org
Sekinan Research Field of Language
www.sekinan.org
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