ITL Immanental-Time Language 2026

 

ITL

Immanental-Time Language

Time

4 July 2026
Tokyo
Sekinan Library

Hills West Archive Repository Site of SRFL/ 2024

 

Hills West Archive

Repository Site of SRFL - From Letter to Theory
4 February 2024  

　4 February is the first day of spring, Old lunar calendar in Japan

4 July 2026
Tokyo
Sekinan Library

Paper 2003-2007 1-192 / ENSILA Energy 2023

 

 

Paper 2003-2007  1-192

ENSILA Energy 2023

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1. Symmetry Flow Language 2 Time Shift of Meaning in Moduli Space 7th for KARCEVSKIJ Sergej
2. Symmetry Flow Language 2 Boundary, Deformation and Torus as Language
3. Symmetry Flow Language 2 Contents
4. Symmetry Flow Language Meaning Variation and Time Shift in Word as Homotopy For WANG Guowei and KARCEVSKIJ Sergej
5. Symmetry Flow Language Simplex, Simplicial Complex and Polyhedron
6. Symmetry Flow Language Homology on Language
7. Symmetry Flow Language Riemannian Metric, Flow and Entropy
8. Symmetry Flow Language Premise for Symmetry Flow in Language
9. Symmetry Flow Language Contents
10. Language and Spacetime Time Flow in Word For KOHARI Akihiro and His Time
11. Language and Spacetime Stability of Language
12. Language and Spacetime Construction of Spacetime Especially on Transformation with Boundary for Dimensions
13. Language and Spacetime Shift of Time From SAPIR Edward to KAWAMATA Yujiro
14. Language and Spacetime Description of Meaning 6th Time For KARCEVSKIJ Sergej
15. Language and Spacetime Generation of Sentence For WANG Guowei and CELAN Paul
16. Language and Spacetime Structure of Word From KARCEVSKIJ to MACLANE
17. Language and Spacetime Word Containing Time and 4 Dimensional Sphere Dedicated to MAC LANE Saunders
18. Language and Spacetime Language Definition for the Child who Lost the World
19. Language and Spacetime Contents
20. Escalator Language Theory Closed String, Worldsheet and Worldvolume on Escalator Language Theory
21. Escalator Language Theory Supplement to Spacetime Symmetry and Escalator Brane For CALVINO Itaro
22. Escalator Language Theory Spacetime Symmetry and Escalator Brane
23. Escalator Language Theory Escalator Membrane
24. Escalator Language Theory Time Symmetry Conjecture For GANTSCHEV Ivan THE CHRISTMAS TRAIN
25. Escalator Language Theory Escalator Language and Time For SHINRAN’s Idea of BOHDISATTVA
26. Escalator Language Theory Contents
27. Aurora Time Theory Opened Time and Closed Time For WANG Guowei and DELBRÜCK Max
28. Aurora Time Theory Opened Time and Closed Time For WANG Guowei and DELBRÜCK Max
29. Aurora Time Theory Enlarged Distance Theory For CELAN Paul
30. Aurora Time Theory Imaginary Time and Imaginary Space From HAWKING Stephen
31. Aurora Time Theory Time on Aurora
32. Aurora Time Theory Contents
33. Aurora Theory Why Human Time Flows Fast and Slow on Occasion <Interlude for Multi-Time Conjecture>
34. Aurora Theory Distance and Time <Language Multi-Time Conjecture 3> 5th Time for KARCEVSKIJ
35. Aurora Theory Dictoron and Time
36. Aurora Theory Aurora Plane <Language emerges aurora in Riemann sphere.> For Mother
37. Aurora Theory Limitation of Meaning
38. Aurora Theory Dictoron, Time and Symmetry <Language Multi-Time Conjecture>
39. Aurora Theory Aurora and Riemann Sphere For MASON L. J.
40. Aurora Theory Dictoron as Language Quantum
41. Aurora Theory Aurora and Curvature
42. Aurora Theory Dictoron and Aurora <Language is aurora dancing above us.> For SAEKI Shizuto
43. Aurora Theory Dictoron <Quantum and Trace> For FINKELSTEIN David
44. Aurora Theory Contents
45. Supersurface and Language Nested Cube, Nested Torus and Cut-Tube-Ring -Toward Homology Group-
46. Supersurface and Language Supersurface, String and Knot including Longitude and Time -Toward Moduli Space-
47. Supersurface and Language Contents
48. Tube-Ring Theory Clockwise Language and Anticlockwise Language On Linguistic Universals
49. Tube-Ring Theory True and False Hierarchy of Language For CHINO Eiichi and Prague
50. Tube-Ring Theory Freedom and String Structures of Multi Dimensional Spaces
51. Tube-Ring Theory Imaginary Language Minus Dimensional Cut-Tube-Ring
52. Tube-Ring Theory Cut and Glue
53. Tube-Ring Theory Premise of Tube-Ring Theory Advance of Dimension Conducted by KARCEVSKIJ
54. Tube-Ring Theory Contents
55. Topological Semantics From Lattice to Necklace
56. Topological Semantics Breaking Symmetry of Language For TARSKI
57. Topological Semantics Torus Chain For MAC LANE Saunders
58. Topological Semantics Lineation, Rectangle and Universality
59. Topological Semantics Definition
60. Pre-Topological Semantics Nested Torus Theory – Plane Pillar Torus – For PONTLYAGIN Lev Semenovich
61. Topological Semantics Contents
62. Quantum Semantics Super Fluidity
63. Quantum Semantics Fiber Bundle on Language
64. Quantum Semantics Topological Tolerance For MILNOR J.W.
65. Quantum Semantics Topological Entangled Language For KITAEV Alexei Yu
66. Quantum Semantics Gauss’ plane
67. Quantum Semantics Lineation Lattice Plane Pillar
68. Quantum Semantics Proclamation of Quantum Semantics
69. Quantum Semantics Lattice
70. Quantum Semantics Contents
71. Quantum Language Frame and Transmission For Quantum Language Machine 3
72. Quantum Language Substantiality of Language For the Memory of Encounter with CHINO Eiichi nearly thirty years ago
73. Quantum Language Contents
74. Quantum Linguistics Creation of Meaning Toward Realization of Quantum Language Machine 2
75. Quantum Linguistics Nature of Quantum Toward Realization of Quantum Language Machine
76. Quantum Linguistics Growth of Word Dedicated to TAKEUCHI Gaishi
77. Quantum Linguistics Method of Quantum Linguistics
78. Quantum Linguistics Quantum Language Machine For the Forth Time to KARCEVSKIJ
79. Quantum Linguistics Intention and Sentence
80. Quantum Linguistics Solidity and Flexibility
81. Quantum Linguistics Contents
82. Obi Theory Birth Again for PONTLYAGIN L. S.
83. Obi Theory Whirl
84. Obi Theory Meaning
85. Obi Theory Time
86. Obi Theory Universe
87. Obi Theory Obi Language
88. Obi Theory Contents
89. For Authentication of Solidity
90. Solid Trace Theory Superlattice
91. Solid Trace Theory Solid Trace Language
92. Solid Trace Theory Solid Trace
93. Solid Trace Theory Contents
94. Quantum Warp Theory Folding
95. Quantum Warp Theory Dualism Thrice for KARCEVSKIJ
96. Quantum Warp Theory Warp
97. Quantum Warp Theory Contents
98. Double Linear Theory Double Linear Language
99. Double Linear Language Contents
100. Cube Theory Cube Word
101. Read more: https://srfl-paper.webnode.com/paper-2003-2007/
102. Cube Theory Cube Language
103. Cube Theory Cube Language
104. Cube Theory Structure of Cube
105. Cube Theory Dimension
106. Cube Theory Contents
107. Duplicability Theory Literalness
108. Duplicability Theory Antiworld
109. Duplicability Theory Duplicability
110. Duplicability Theory Contents
111. Frame-Sentence Language Association
112. Frame-Sentence Language Association
113. Frame-Sentence Language Comparison
114. Frame-Sentence Language Intention
115. Frame-Sentence Language Sentence Theoretical Criterion
116. Frame-Sentence Language Boundary
117. Frame-Sentence Language Contents
118. Reversionary Group Theory Inverse Element
119. Reversionary Group Theory Associative Law
120. Reversionary Group Theory Supposition
121. Frame-Sentence Language Association
122. Frame-Sentence Language Comparison
123. Frame-Sentence Language Intention
124. Frame-Sentence Language Sentence Theoretical Criterion
125. Frame-Sentence Language Boundary
126. Reversionary Group Theory Inverse Element
127. Reversionary Group Theory Associative Law
128. Reversionary Group Theory Supposition
129. Robot Language Selectionem Terminology in Robot Language
130. Robot Language Selectionem Inference and Will
131. Robot Language Selectionem Selection
132. Robot Language Sorting
133. Robot Language Sentence Confirmation for Formulation
134. Robot Language Robot
135. Robot Language Diversification
136. Robot Language Premise
137. For Authentication of Solidity
138. Set Theory 4
139. Set Theory 3 -On Frame Quantum Language-
140. Set Theory 2
141. Set Theory
142. Note Recognition
143. Note Reflection
144. Note For Semantics
145. Frame-Quantum-Time Theory 4 -Set Theory-
146. Frame-Quantum-Time Theory 3 -For Karcevskij Again-
147. Frame-Quantum-Time Theory 2
148. Frame-Quantum-Time Theory
149. Subdivision
150. Growth
151. Vector
152. Automaton
153. Receptionist
154. System
155. Lineation
156. Descriptiveness
157. Premise for Frame-Quantum Theory
158. Aim for Frame-Quantum Theory
159. Frame-Quantum Theory Addendum
160. Frame-Quantum Theory
161. Warp Theory
162. Prague Theory 3
163. Prague Theory 2
164. Prague Theory
165. Time Theory
166. Vector
167. Automaton
168. System
169. Lineation For CHOMSKY Noam
170. Descriptiveness
171. Conversation
172. Ideogram
173. Recognition
174. Frame
175. Substantiality To SAPIR Edward
176. Grammar To CHINO Eiichi
177. Fixation
178. Time For KARCEVSKIJ
179. Individuality
180. Changeability To SAPIR and KARCEVSKIJ
181. Uniformity For SAUSSURE Ferdinand
182. Direction For KARCEVSKIJ Sergej
183. Actual Language and Imaginary Language To LÉVI-STRAUSS Claude
184. Guarantee of Language For LÉVI-STRAUSS Claude
185. Mirror Language
186. Mirror Theory For the Structure of Prayer
187. Reversion Theory
188. Quantum Theory for Language
189. Prague Theory Dedicated to KARCEVSKIJ, PRAGUE and CHINO
190. Distance Theory
191. On Time Property Inherent in Characters
192. Manuscript of Quantum Theory for Language 2003-2019 Newly revised edition

TANAKA Akio

28 June 2026
Sekinan Library
Tokyo

Prague Theory Prague Theory 2 About Language Machine 2004

 
 

309

Prague Theory

Prague Theory 2

About Language Machine

TANAKA Akio

1

Language machine is assumed to a device of automatic generating language.

2

In this phase, <automatic> means the orderly arranged output against random occurred input.

3

The relationship between input and output is obeyed by a digitized quantified logic.

4

The logic is in accord with the principles and rules on <Quantum Theory for Language>.

5

In the machine, automatism contains the generation of linking language usually called copula.

6

For example, [ I ] and [ student ] is inputted, the output is [[ I am student]]. In the output, [[ am ]] is newly generated in the language machine. 

Mark [ is a sign of input starting.

Mark ] is a sign of input ending.

Mark [[ is a sign of output starting.

Mark ]] is a sign of output ending.

7

Now [I], [student] and [March] are inputted, the output becomes [[I will be student in March]].

In this situation, [will be] and [in] are newly generated.

8

<Time principle of quantum> is the most radical theory for <Prague Theory>.

The principle is abbreviated to TPQ.

9

<Reversion principle of quantum> is contributed to <Guarantee of Language>.

The principle is abbreviated to RPQ.

10

TPQ and RPQ contain the longitude of time.

11

The time of TPQ is classified to the static one.

It is a width of the time on body clock of the quantum.

The time of RTQ is classified to the dynamic one.

It is a progress of the time on outer quantum.

12

Newly generated parts of language are linking language of different floor of <Quantum Theory for Language>.

Each floor has an orbit of quanta.

13

For example, in [[I am student]], [[I]] and [[student]] are placed to the different floors.

Two floors are linked by the copula [[am]].

14

The selection of suitable copula is operated by the inner information of each quantum and combination of two or over two quanta on the orbit.

Tokyo October 17, 2004

Sekinan Research Field of Language

www.sekinan.org

Energy Distance Theory Note 4 Finsler Manifold and Distance 2008

 

Energy Distance Theory

Note 4

Finsler Manifold and Distance

TANAKA Akio

1

Banach space     E

C^k manifold       M

Point of M     p

Banach space     T_xM

Norm of T_xM     ||  ||_x

Finsler metric is defined by the next.

(i) Topology by ||  ||_x is equal to topology by norm of Banach space.

(ii) Tangent vector bundle     T (M)

Point     p∈M

Coordinate neighborhood of p     (U_α, α),  α : U_α→E

Ψ_α : U_α×E → π^-1(U_α) ⊂T (M)

||| v |||_x : = ||Ψ_α (x, v)||_x , x∈U_α , v∈E

C > 0

1/C ||| v |||_p ≤ ||| v |||_x ≤C ||| v |||_p ,  x∈U_α , v∈E

2

Banach manifold M that has Finsler metric     Finsler manifold M

Longitude of M     L (σ) : = ∫^b_a ||σ’(t)||dt

p, q∈M

Distance    ρ ( p, q ) : = inf { L (σ) }

Distance space     ( M, ρ )

When ( M, ρ ) is complete distance space, Finsler manifold is called complete.

3

Finsler C^k manifold     M

C^k function over M     f : M → R

Condition (C) is defined by the next.

(i) Subset of M     S

f is boundary over S.

inf_S ||df || = 0

Closure of S     S^-

df = 0 at point p of S^- 

4

Complete Finsler C² manifold     M 

C^k class function     f : M → R satisfies condition ( C ).

Theorem

Connected component of M     M₀

When f is boundary from below, f has minimum value at M₀.

5

1 > m/p , m = dim M

Banach space     L_1,p ( M, R^N )

C^∞ manifold     L_1,p ( M, N )

Distance of L_1,p ( M, R^N )     ρ₀

ρ₀ ( u, v ) = || u – v ||_1,p , u, v ∈ L_1,p ( M, R^N )

Proposition

Finsler manifold (L_1,p ( M, N ) , ||  ||_1,p ) is complete.

[Note]

Word is expressed by closed manifold in Banach space.

Distance is expressed by Finsler metric.

[References]

Distance Theory / Tokyo May 4, 2008

Reversion Theory / Tokyo September 27, 2008

To be continued

Tokyo November 7, 2008

Sekinan Research Field of Language

www.sekinan.org

Postscript
[Reference November 30, 2008]

Distance of Word / November 30. 2008 / Sekinan.wiki.zoho.com