Wednesday, 23 April 2025

Duplicability Theory Antiworld

 Duplicability Theory

Antiworld

 

TANAKA Akio

 

 

1 Language is an antiworld that exists in human or machine.

2 Language has rules for work as antiworld.

3 Language as antiworld is duplicable but world is not duplicable.

4 Language has inverse element. This element is called <minus word>. The notation is <-word>, <-w> or the most abbreviated <->.

5 Minus word is a mapping of <word>.

6 Minus word is also a mapping of world.

7 Word and minus word unites and generates zero.

8 For example, /desk/ and /-desk/ makes zero. The notation is </desk/+/-desk/=0>.

9The upper example, /-desk/ means still picture, image or literal system.

10 Language has zero element <0> that is a boundary between language and world.

11 Language contains associativity that works in addition and has unit element <0R>.

12 Language works in addition for which word has permutational or linear systematic constituent in it.

13 Language has lineation on surface structure.

14 Language has a set (or a group) in inner structure.

15 The research on language must go to set or group.

16 Algebra is a main tool for the research.

 

Tokyo December 26, 2005

 

Sekinan Research Field of Language

 

www.sekinan.org

 

Postscript January 21, 2008

[Basis]

<On the duplicability of language as antiworld>

Clifford Algebra / Note 2 / Anti-automorphism / Tokyo January 12, 2007

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