Preliminary
Note 1
Moser's Theorem
[Theorem]
(Moser)
Sympletic manifold (M, w)
Family of (M, w) (M, wt)
[wt]
H2(M, R)
φt : M → M
There exists the family ( φ*twt = w0).
[Note]
(Sympletic manifold)
C∞ class manifold M
Differential 2-form w
Dimension of M 2n
dw = 0
wn ≠ 0
[Impression]
Word is supposed to be the manifold that is defined by Moser' Theorem.
According to him, word is sketched to be the situation that is no boundary and compact.
The situation is come closer to the possible phase of word.
[Reference]
# Quantum Theory for Language / Tokyo January 15, 2004 / sekinan.org
To be continued
Tokyo January 10, 2009
Sekinan Research Field of language
[Theorem]
(Moser)
Sympletic manifold (M, w)
Family of (M, w) (M, wt)
[wt]
H2(M, R)φt : M → M
There exists the family ( φ*twt = w0).
[Note]
(Sympletic manifold)
C∞ class manifold M
Differential 2-form w
Dimension of M 2n
dw = 0
wn ≠ 0
[Impression]
Word is supposed to be the manifold that is defined by Moser' Theorem.
According to him, word is sketched to be the situation that is no boundary and compact.
The situation is come closer to the possible phase of word.
[Reference]
# Quantum Theory for Language / Tokyo January 15, 2004 / sekinan.org
To be continued
Tokyo January 10, 2009
Sekinan Research Field of language
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