Language of Proteome Decoded – Part 3

Arithmetic progression of prot P31946 (1433B_HUMAN)

14-3-3 protein beta/alpha

Example 1:

Arithmetic progression 1 (AP-1)

M	T	M	D	K	S	E	L	.	.	G	E	N	Sum
20	17	20	16	24	14	19	22	.	.	10	19	17	4641
1	2	3	4	5	6	7	8	.	.	244	245	246	30381

I

M	T	M	D	K	S	E	L	.	.	G	E	N	Sum
20	37	57	73	97	111	130	152	.	.	10	19	17	578939
1	2	3	4	5	6	7	8	.	.	244	245	246	30381

(0+20) = 20; (20+17)=37; (20+17+20)=57; etc.

Example 2

Arithmetic progression 2 (AP-2)

Sum	M	T	M	.	.	G	D	A	G	E	G	E	N
4641	20	17	20	.	.	10	16	13	10	19	10	19	17
30381	1	2	3	.	.	239	240	241	242	243	244	245	246

I

Sum	M	T	.	.	G	D	A	G	E	G	E	N
567388	4641	4621	.	.	114	104	88	75	65	46	36	17
30381	1	2	.	.	239	240	241	242	243	244	245	246

(0+17) = 17; (17+19)=36; (17+19+10)=46; etc.

Figure 3. Schematic representation of the arithmetic progression 1 and 2 from 1 to 246 and from 246 to 1.

Notes: This protein we can understand as words built from letters, i.e. aminoacids. The meaning of words is determined by positioning of letters. Each of these words has its biochemical base. If this base is expressed by corresponding discrete numbers, we find out that the base has its own program, cybernetic and information characteristics. In fact, we will find out that the sequencing of the molecule is conditioned and determined not only by biochemical, but also by cybernetic and information principles. For this reason, in this research we will deal more with quantitative, and less with qualitative characteristics of the genetic information and its biochemical foundation.