The Time of Wittgenstein

The Time of Wittgenstein 

TANAKA Akio

There surely exists the time of Wittgenstein for me.

That time about in my 30s, in the middle of 1970s.

One may aware of the kernel of the problem after almost all the hardships were gone and the problem is going under pursuing in the daily work for oneself, as Wittgenstein wrote at 6.521 in TRACTATUS LOGICO-PHILOSOPHICUS.

Wittgenstein wrote on language immanently at least in TRACTATUS.
He also said in TRACTATUS 6.432 that how world exists  does not care from the higher dimensions.
I also wanted to write on language from the immanent side in language.
But I had not any pursuing method for writing on language at that time, only remaining set theory typically presented by Bourbaki that some translations were surely on my desk.

Set theory was enough fascinating at the time, but it did not give me any relative and constructive situations on language or widely on the world. It was isolated and non-relative for writing on language. I wanted the bond of the world.

Now I have geometry for which the world can be bonded enough tightly. In 1970s I was never aware of the existence of geometry by myself, probably not being influenced from Wittgenstein's 6.35 in TRACTATUS, Geometry absolutely tell nothing on how the figure is and where the figure situated.So I had remain silently in the days not being able to write on the theme, the basic essence of language. Then I never knew the object on language, language universals that was taught from CHINO Eiichi later in 1980s. CHINO showed me the paper of Sergej Karcevskij, Du dualisme asymétrique du  singe linguistique. The theme determined my remain life hereafter. CHINO was the true teacher of my study.

Wittgenstein wrote at the last 6.54 of TRACTATUS that his some propositions must be abandoned. I began to go through the wood of hard theme of language universals by mathematics especially using geometry. About what can be told to, I never must be silent. 
                                                      

Tokyo, January 20, 2012 Sekinan Research Field of Language

von Neumann Algebra

von Neumann Algebra 


Assistant Site : sekinanlogos

TANAKA Akio

On Infinity of Language

1 von Neumann Algebra 1
2 von Neumann Algebra 2
3 von Neumann Algebra 3
4 von Neumann Algebra 4

References
1 Algebraic Linguistics 
2 Distance Theory Algebraically Supplemented
3 Noncommutative Distance Theory
4 Clifford Algebra
5 Kac-Moody Lie Algebra
6 Operator Algebra

EVERWENTLIBRARY Daily Thoughts from West Side of Sayama Hills, Tokyo

everwentlibrary

Daily Thoughts from West Side of Sayama Hills, Tokyo

4 May 2011
Yesterday, I took a stroll with my wife to Sayama Hills, that is the last sanctuary in mid-Tokyo. In the hills, two dams are glittering under the early summer sunshine. The dams are used for the waterworks of Tokyo citizens.

The hills and dams are the very fantastic in the light green leaves, azalea, remained cherry and white dogwood.
There I frequently come to ease my mind with my friends, family or lonely to reflect my life. 

Sayama Hills are the last sanctuary for all the animals and plants in Metropolis Tokyo.
Please come to the Hills that are the Arcadia of Tokyo.

Tokyo
Sekinan Research Field of Language

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For some essays of atbankofdam, refer to the next.

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To my dear friend

To my dear friend

TANAKA Akio

22 May 2013

We were always sitting at the right end of the classroom, where the seats were near the entrance from the corridor, so classmates entered the room with  rattling noises. But we liked the seats rather satisfying. We were G class of the third year of the high school, which class was all hoped to go universities of the mathematical or science fields.

The seats were free to sit but almost determined by the personalities. Serious were sitting at the comparatively before widows sites. The seats were silent and easy to concentrate. We were also serious to the learning but liked the most bad seats that could not concentrate by the various noises for entering and out-going. Sometimes the 

KANEKO Yutaka and I first met  at this class and became best friend. He probably  hoped to go to chemistry and I was physics. He was very good at mathematics and I was ordinary at math. I sometimes asked him how to solve the hard quests of math. At that time he smiled to me and said, " there's any little paper? The problem can be written enough by such a little space."

Over the our seats, frequently flew to the end of the class where the trash can was set always fulled with the calculate-papers for math and writing of English. The members of the class all were eager to solve math quests for preparing to entrance examinations to the universities. At the result they threw the used papers over us to the can. So around the can, the scraps were littered with. I was never tidy but I was the nearest one to the can, so I sometimes went to trash dump to clean the can. 

After we graduated the high school,  he studied chemistry as planned at university. But I selected language study, not physics. I also liked  philosophical or linguistic fields for their long historical heritages. What I returned to the field related with physics was already over the year 30s. My research object was narrowed to language universals using mathematical writing or physical approach.   

After half a century, he died by disease in his researching way. I have learnt same theme on language using maths way not solving any quest from 1920s' Linguistic Circle of Prague. Over my head still now vain calculate-papers are being thrown to the can behind us. If I ask him to help me for solving, he will say to me wanting tiny paper to write the answer with his dear smiling as ever.

Also refer to,
Language, amalgamation of mathematics and physics / 13 May 2013
Clifford Algebra A trial for amalgamation of mathematics and physics / 21 May 2013.

Clifford Algebra. A trial for amalgamation of mathematics and physics

Clifford Algebra
A trial for amalgamation of mathematics and physics

TANAKA Akio 

Note
1 From Super Space to Quantization
2 Anti-automorphism
3 Anti-self-dual Form
4 Dirac Operator
5 TOMONAGA's Super Multi-time Theory
6 Periodicity
7 Creation Operator and Annihilation Operator

Conjecture
1 Meaning Product 

Source: Clifford Algebra. Chronicle. Sekinan Research Field of Language

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atbankofdam Home. For language universals

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For language universals ​​Language universal has been the hard target on language since the Linguistic Circle of Prague in 1920s for me. I have written some papers for it from intuitive and mathematical approach influenced by Sergej Karcevskij, the member of LCP. Hereinafter I will probably write   some for the theme via algebraic geometry. Selected Essays ​Linguistic Circle of Prague Sergej Karcevskij, Soul of Language Under the Dim Light​​ Selected Papers ​From Cell to Operad Language, amalgamtion of mathematics and physics Meaning minimum

Relevant 1. data site woodbird​ 2. former site ifbetrue​​​ ​​3. old site sekinanlatest 4. essay site​​  everwentlibrary​ 5. zoho site ​zohosites 6. blog atbankblog 7. twitter​​​​ atbanktweet

For LEVI-STRAUSS Claude Supplemented

For LEVI-STRAUSS Claude Supplemented

TANAKA Akio

Succession from Anthropology

1. Guarantee of Language
2. Mirror Language
3. Actual Language and Imaginary Language

[References added, 6 April 2013]
ifbetrue / Theme
ifbetrue / Theme / Distance
ifbetrue / Theme /Mirror
ifbetrue / Theme /Understandability

[References added, 11 April 2013]
4. Stochastic Meaning Theory / 5 Language as Brown Motion / For ZHANG Taiyan 2 / Tokyo August 12, 2008
5. Complex Manifold Deformation Theory / Conjecture A / 2 Reflextion of Word / Tokyo December 7, 2008
6. mplectic Language Theory / Note 3 Mirror Symmetry Conjecture on Rationa Curve / Tokyo February 27, 2009
7. Symplectic Language Theory / Note 6 Homological Mirror Symmetry Conjecture by KONTSEVICH / Tokyo April 26, 2009
8.Floer Homology Language / Note 2 Supersymmetric Harmonic Oscillator / Tokyo May 6, 2009
9.Imaginary Language /  Volume of Language / September 4,  2011
10. Imaginary Language /  Hyperbolic Space Language / September 5, 2011
11. Time of Language / September 15, 2011
12. Stable and Unstable of Language For the supposition of KARCEVSKIJ Sergej / Completion of Language / September 23, 2011
13. Duality of Language / Tokyo 25 May 2012
14. Arithmetic Geometry Language 1 / Dimension of Word / Tokyo 24 December 2012

Roman Jakobson

Roman Jakobson

TANAKA Akio                                      
THE SOUND SHAPE OF LANGUAGE by Roman Jakobson & Linda Waugh, 1979 is one of put-aside-desk book for the study. The authors wrote the Preface to The Japanese Edition, 1980 that a matter of primary concern for them was the basic opposition between form and meaning, furthermore there were definite difference and intimate bonding between this related two essential phenomena.
For turning to myself, I already determined the main target on meaning, and sound was put aside, while Jakobson's book  was referred time to time. It  was great teacher for me.

On relation with Roman Jakobson, refer to the next.
Cell Theory, 2007     
Reversion Analysis Theory, 2008  
Reversion Analysis Theory , 2008
Holomorphic Meaning Theory, 2008
Holomorphic meaning Theory 2, 2008

                                                         Tokyo
                                                  16 July 2012
                                Sekinan Research Field of Language

restingelbows Material

restingelbows

Material  

From Chronicle and File

1. Algebraic Basis
2. Algebraic Basis 2
3. Algebraic Basis 3
4. Geometric Basis
5. Quantum Theory for Langauge Models
6. Conceptive Models 
7. Language Universal Models 

Operad Meaning Theory From Cell to Operad

Operad Meaning Theory

From Cell to Operad

TANAKA Akio

ifbetrue

24 March 2013

1.

I ever wrote a next paper in which cell and meaning minimum  are defined.
Cell Theory. From Cell to Manifold For LEIBNIZ and JAKOBSON. Tokyo June 2, 2007.
In the paper, through Roman Jakobson's intuitive assist, the concept of meaning minimum is described by the elementary algebraic  geomtry. At the deeper basis, Gottfried Leibniz's Monadologie , 1714 may influence for making this Cell Theory.   

2.

The main target of Cell Theory was in the generation of meaning in word. This target was more clearly described soon later at the next paper.
von Neumann Algebra 2. Generation Theorem. Tokyo April 20, 2008.

3.

But the balance of soft part and hard part in word, that was conjectured by Sergej Karcevskij in 1920s,  is very hard theme to describe. For solving the hardness, trial papers were proposed at the next paper group,  Notes for KARCEVSKIJ.

Notes for KARCEVSKIJ Sergej. 2011.

At the first paper of the Notes, Note for KARCEVSKIJ Sergej, the soft part in word was described by the free group's definition.

Notes for KARCEVSKIJ Sergej. Note for KARCEVSKIJ Sergej's "Du dualisme asymetrique du signe linguistique". Tokyo September 8, 2011 

4.

There is more difficult theme on the gradual changeable addition of meaning for which language has always efficiently useful in the thus complicated contemporary world. 

For this theme, I ever tried to write some papers related with time shift. The example is the next.

Symmetry Flow Language 2. Time Shift of Meaning in Moduli Space 'th for KARCEVSKIJ Sergey. Tokyo May 23, 2007.

5.

From another view on language, I had thought brane model for the connection of words or construction of language. The example is the next.

Distance Theory Algebraically Supplemented. Brane Simplified Model. 1 Bend. Tokyo Ocyober 17, 2007.

6.

Briefly summarising I have thought on language from its freeness, flexibility and changeability against long stern structure of soft and hard magical agalgum.

The gist is as the following.

Sayama Assumption on language. Sayama Hills, Tokyo 21 September 2012.

7.

Language shows many phases from thinking levels and viewpoints. 

Language can be captured more clearly from descreteness but more flexibly thinkable from meaning variation and changeability.

Floer Homology Language. Discreteness of Language. Tokyo 2009.

Changeability To SAPIR and KARCEVSKIJ. Tokyo January 8, 2005.

8.

Changeability of language implies the eternity of time, but this eternity cannot be easily obtained probably without loop condition of movement. 

Time of WANG Guowei. Loop Time of Character. September 15, 2011.

Infinite Loop Space Language. Word as Infinite loop Space. Tokyo 6December 2012.

Loop space can capture this eternality, that is shown often by the repetition. I firmly noticed this situation at the Shinto dance perfomance at a shrine festival.

Sato-kagura, Village Shinto dance, Fuchu, Tokyo. 28 January 2013. 

9.

Loop space was also notified early stage of Chinese histiory in circa. 500 B.C. at one of the five classics,Y ijing that is the fortune-telling text of ancient China.

On Yijing, I was taught from philosopher NISHI Junzo.

NISHI Junzo, Philosopher of Modern Japan. Tokyo 30 August 2012.

10.

From Infinite loop space, the concept of operad is lead as the next.

10.1

 is the space that has base *.

 is the loop space over .

.

10.2

.

10.3

Theorem (J.P. May's recognition theorem)

 operates all the fold loop space. 

Continuous space  to which  operates is weak homotopy equivalent with a certain fold loop space. 

11.

 is  identified as a operator that has j number input and 1 number output.

12.

Here I think that  is identified as a word that has j number meaning minimums and 1 number compound meaning.

References

J. P. May. The Geometry of Iterated Loop Spaces. 1972.

Iek Moerdijk, Bertrand Toen. Simplicial Methods for Operads and Algebraic Geometry. 2010. 

Jean-Louis Loday and Bruno Vallette. Algebraic Operads. Version 0.999. 2012

♦Here ends the paper.