Double Linear Theory
1 Double linear language is succession of cube language. The two are abbreviated to DLL and CL.
2 DLL is also expressed by matrix.
3 DLL is lineation that consists of double four quanta that connect in parallel strait lines, upper line is called A line and lower is B line.
4 Each line has 4 dimensions. Dimensions’ image is one developing point of a dot in 3 dimensions.
5 Double lines becomes matrix.
6 For instance, A line is (x1, y1, z1, t1), B line is (x2, y2, z2, t2). Matrix means (x1x2, y1y2, z1z2, t1t2). The image of the matrix is another point of a dot in 3 each multiplied 3 dimensions.
7 The matrix becomes a word. The word means timely developing situation. The peculiar situation is (x2, y2, z2, t2). The situation means same time-same situation in 3 dimensions.
8 Another peculiar situation is (x2, y2, z2, t1t2). The situation means different time-same situation in 3 dimensions. On language, it means timely difference of same word. It relates with KARCEVSKIJ’s theorem. On KARCEVSKIJ, refer to the following papers.
For KARCEVSKIJ October, 2004-January, 2006
9 Now x, y and z dimensions are substituted by three numbers, there comes structural meaning.
10 For example, matrix (1, 1, 1, a) (1, 1, 1, b) is called /passage/. Matrix (1 , 1, 1, a)(1,1,0, a) is called /move/.
11 Lines of DLL adopt photon for physical tools. DDL uses minimally 8 photons for creation of structural meaning.
12 DLL is a variation of CL. Refer to the following related CL papers.
13 DDL is, alike CL, ideally planned under quantum optical operations.
14 In ideal space of DDL, words start at the center of a coordinate system and also return to the same point.
15 Similar image of DDL is early sketched by animated model. Refer to the following papers.
Model Simplified Level 2 February 12, 2005
Notice for Model Simplified Level February 14, 2005
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