Aurora Theory Distance and Time Language Multi-Time Conjecture 3 5th Time for KARCEVSKIJ 2006

 Aurora Theory

 

 

Distance and Time

<Language Multi-Time Conjecture 3>

 

5^th Time for KARCEVSKIJ

 

 

TANAKA Akio

 

 

1 Sentence that appears aurora is expressed by integral on Riemann sphere.

Refer to the following paper.

Aurora Theory   Word, Phrase and Sentence   Tokyo   October 25, 2006

2 Sentence has distance that is expressed by the height of trapezium on sentence plane.

Refer to the following paper.

Aurora Theory   Aurora Plane   Tokyo   October 14, 2006

3 Sentence has time that is expressed by the vector on the right or left side of trapezium.

| AB | = S・t_b-a 

 Here |   | is distance between phrase A and phrase B, abbreviated to D_AB.

S is velocity of moving D_AB.

t_b-a is time-lag of phrase A and phrase B. Each phrase generates according to its peculiar time.

Now the radius of Riemann sphere is r. The angle made by vector A and vector B is θ.

Here θ is Function (x_a, y_a, x_b, y_b), and any point (x, y) is on complex plane.

D_AB is expressed by 2 r sinθ/2.

 S is expressed by ^{2 r sinθ/2} / t_b-a.

Now when t_b-a is unit time 1, S is expressed 2 r sinθ/2.

S is variable by pointing word on complex plane.

So Dictoron’s velocity on Riemann sphere is variable.

Refer to the following papers.

Distance Theory   Tokyo   May 5, 2004

Changeability   To SAPIR and KARCEVSKIJ   Tokyo   January 8, 2005

Time   For KARCEVSKIJ   Tokyo   January 22, 2005

 

Tokyo October 28, 2006

Sekinan Research Field of Language

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