Symmetry of Language
TANAKA Akio
September 15, 2011
[Preparation]
3 dimensional manifold M
Level of affine Lie ring k
Topological invariant of M Zk(M)
Manifold having reverse orientation of M -M
<Theorem>
[Inerpretation]
Language is expressed by M.
Parameter of meaning is expressed by k.
Meaning of language is expressed by Zk(M).
Language has a symmetry by orientation.
When M is 3 dimensional spherical surface, Zk (S3) = S00.
Here,
At affine Lie ring level k, characteristic ,
The highest weight set of affine Lie ring's level k P+(k) ={0, 1, ..., k}
The highest weight of level k λ
The highest weight of level k at infinity η
[Supposition]
If langauge has a symmetry, there is a language's origin that the two orientations are oriented.
If language is 3 dimensional spheric surface, its meaning is 3 dimensional shperical surface with level k, the highest weight 0 and the highest weight at infinity 0.
[Refereneces]
(1)
Distance Theory / Tokyo May 5, 2004
Distance Direct Succession of Distance Theory / Tokyo October 26, 2007
Distance of Word / Tokyo December 9, 2008
(2)
Reversion Theory / Tokyo September 27, 2004
(3)
<Trilogy>
Mirror Theory / Tokyo June 5, 2004
Mirror Language / Tokyo June 10, 2004
Guarantee of Language / Tokyo June 24, 2004
The Sekinan Research Field of Language
2011
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