Set Theory 3
-On Frame Quantum Language-
1 Frame is a set of the elements which has the linear connection of letters.
2 The letters is track of thinking on the human beings.
3 The track is called <scratch>.
5 The <scratch> is a permutation of some letters in alphabet.
6 The permutation is called <spelling>.
7 Frame has no meaning but <spelling> is a distinctive mark from the outer calling, for example, inputting information by keyboard.
8 Frame has distinction which comes from the outer by the spelling of <word> and from the inner by the additional <grammar> in the quantum.
9 Quantum has hierarchical structure, which is called <class>.
10 Quantum is divided two parts, the left half and the right half.
11 Each half has electric charge, the left is positive and the right is negative.
12 The two halves unite and extinguish the each-possessing charge and become charge zero.
13 Quantum has energy which can move in a set of frame.
14 The linear arrangement of the elements of frame consists of <sentence> in <language>.
15 The <sentence> has meaning.
16 The <language> is called <frame quantum language>, which is abbreviated to <FQL>.
17 <FQL> is a set of elements of frame. The element adds quantum for generation of meaning.
18 In <FQL>, sentence [I bought a cup] and [I bought a cap] are different in permutation //u// and //a//. The mark // // is a <scratch> in a <word>.
19 <Word> /cap/ and /cup/ have branches in permutation or <scratch>s.
20 <FQL> has two branches on <word> or <scratch> level.
21 <FQL> has two levels. One is <sentence> level. The other is <word> or <scratch> level.
22 <Sentence> level is higher than <word> or <scratch> level.
23 <Sentence> level: [I bought a c-x-p]
<Word> or <scratch> level: //u-a//
24 <Sentence> can be seen to a permutation.
<Word> or <scratch> can be seen to a combination.
25 <Sentence>s are a set of permutations.
26 <Word> or <scratch>es are a set of combinations.
27 <Grammar> has branches which are called <item>s.
28 <Grammar> can be seen to a permutation.
29 <Item>s can be seen to a combination.
30 <Language> is a set of permutations and combinations.
Bandaisan August 22, 2005
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