1 Quantum Semantics expresses two conflicting expressions at the very same time.
For instance, [I am a boy] [I am not a boy]. [ ] is the notation of sentence in the recent my theories.
2 The two conflicting emerges from quantum entanglement.
3 Quantum semantics, abbreviated to QS, is described on lattices of space.
4 Infinity of lattices makes plane.
5 Plane is transformed to torus that is identification topology on topological space.
6 Lattices exist in solidity.
7 Quanta is putted on lattices.
8 Plane is theoretically located in solidity.
9 Torus is ideally transformed from plane in solidity.
10 Language of quantum semantics is topological mapping to torus.
11 The language is abbreviated to LQS.
12 LQS has metric space on the torus.
13 LQS is an open set.
14 Word of LQS is connected set in LQS.
15 Sentence of LQS is connected set in LQS.
16 Word and sentence are compact in LQS.
17 LQS is 3-dimensional manifold.
18 LQS is differential manifold.
19 LQS is a set that satisfies with neighborhood axiom.
20 Word and sentence of LQS is discrete topology.
21 Word and sentence of LQS satisfies Hausdorff’s separation axiom.
22 LQS is regular space.
23 LQS is normal space.
Tokyo May 20, 2006
Dedication to A Time of Tokyo with CHINO Eiichi
Sekinan Research Field of Language
www.sekinan.org
Dedication to A Time of Tokyo with CHINO Eiichi
Sekinan Research Field of Language
www.sekinan.org
No comments:
Post a Comment