Iycee Charles de Gaulle Summary Measures Of Bio Insulin Frequencies Biology Essay

Measures Of Bio Insulin Frequencies Biology Essay

Abstraction: This paper discusses cyberinformation surveies of the amino acerb composing of insulin, in peculiar the designation of scientific nomenclature that could depict this phenomenon, Internet Explorer, the suty of familial information, every bit good as the relationship between the familial linguistic communication of proteins and theoretical facet of this system and cybernetics. The consequence of this research show that there is a matrix codification for insulin. It besides shows that the cryptography system within the amino acidic linguistic communication gives elaborate information, non merely on the amino acid aˆzrecord ” , but besides on its construction, constellation and its assorted forms. The issue of the being of an insulin codification and cryptography of the single structural elements of this protein are discussed. Answers to the undermentioned inquiries are sought. Does the matrix mechanism for biogenesis of this protein map within the jurisprudence of the general theory of information systems, and what is the significance of this for understanding the familial linguistic communication of insulin? What is the kernel of being and operation of this linguistic communication?Is the familial information characterized merely by biochemical, or besides by cyberinformation rules? The possible effects of physical and chemical, every bit good as cybernetic and information ptinciples, on the biochemical footing of insulin are besides investigated.This copycat discusses new methods for developing familial engineerings, in peculiar more advanced digital engineering based on scheduling, cybernetics, and informational Torahs and systems, and how this new engineering could be utile in medical specialty, bioinformatics, genetic sciences, biochemistry, and other natural scientific disciplines.

KeywordsHuman Insulin, Insulin Model, Bio frequences, Genetics Code ; Amino acidsIntroductionThe biologic function of any given protein in indispensable life procedures, eg, insulin, depends on the placement of its constituent amino acids, and is understood by the aˆzpositioning of letters organizing words ” . Each of these words has its biochemical base. If this base is expressed by matching distinct Numberss, it can be seen that any given base has its ain plan, along with its ain alone cybernetics and information features.Indeed, the sequencing of the molecule is determined non merely by distin biochemical characteristics, but besides by cybernetic and information rules. For this ground, research in this field deals more with the quantitative instead than qualitative characteristcs of familial information and its biochemical footing. For the intents of this paper, specific physical and chemical factors have been selected in order to show the familial information for insulin.Numerical values are them assigned to these factors, enabling them to be measured. In this manner it is possible to find oif a connexion truly exists between the quantitative ratios in the procedure of transportation of familial information and the qualitative visual aspect of the insulin molecule.

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To choose these factors, penchant is given to classical physical and chemical parametric quantities, including the figure of atoms in the relevant amino acids, their parallel values, the place in these aminic acids in the peptide concatenation, and their frenquencies.There is a arge Numberss of these parametric quantities, and each of their gives of import familial information. Traveling through this procedure, it becomes clear that there is a mathematical relationship between quantitative ratios and the qualitative visual aspect of the biochemical aˆzgenetic procedures ” and that there is a measurement method that can be used to depict the biochemistry of insulin.MethodsInsulin can be represented by two different signifiers, Internet Explorer, a distinct signifier and a consecutive signifier.In the distinct signifier, a molecule of insulin is represented by a set of distinct codifications or a multiple dimension vector.

In the consecutive signifier, an insulin molecule is represent by a series of aminic acids harmonizing to the order of their place in the ironss 1AI0.Therefore, the consecutive signifier can of course reflect all the information about the sequence order and lenght of an insulin molecule. The cardinal issue is whether we can develop a different distinct method of stand foring an insulin molecule that will let accomodation of partial, if non all sequence order information? Because a protein sequence is normally represented by a series of aminic acids should be assigned to these codifications in order to optimally change over the sequence order information into a series of Numberss for the distinct signifier representationR6 Insulin HexamerThe construction 1AI0 has in entire 12 ironss: A, B, C, D, E, F, G, H, I, J, K, L.In this group of ironss there are three brotherhoods with four ironss each. Each of these three groups of concatenation has an indistinguishable figure of aminic acids, indistinguishable Numberss of atoms and an indistinguishable amount of place Numberss of these aminic acids.Insulin A-ChainNumber of atomsGramIVoltTocopherolQCCThymineSecondIC10221919201414171422141234567891011SecondLiterYttriumQLiterTocopherolNitrogenYttriumCNitrogen1422242022191724141712131415161718192021Figure 1. Number of atoms in insulin A concatenationInsulin B-ChainNumber of atomsFVoltNitrogenQHydrogenICGramSecondHydrogen2319172020221410142012345678910LiterVoltTocopherolALiterYttriumLiterVoltCGram22191913222422191410

11

12

13

14

15

16

17

18

19

20

Tocopherol

Roentgen

Gram

F

I

Yttrium

Thymine

Phosphorus

K

Thymine

19

26

10

23

22

24

17

17

24

17

21

22

23

24

25

26

27

28

29

30

Figure 2. Number of atoms in insulin B concatenationNotes: And in that dimension we can happen an account for the given empirical world.

Aforesaid aminoacids are positioned from figure 1 to 21, and from 1 to 30. Numbers 1, 2, 3, N..

. present the place of a certain aminoacid.The aforesaid aminoacids are positioned from figure 1 to 30. Numbers 1, 2, 3, N..

. present the place of a certain aminoacid. This placement is of the cardinal importance for apprehension of programmatic, cybernetic and information rules in this protein.

The scientific key for reading of biochemical procedures is the same for insulin as other proteins and sequences in biochemistry. The first aminoacid in concatenation B has 23 atoms, the 2nd one 19, the 3rd one 17, etc. They have precisely these Numberss of atoms because there are many codifications in the insulin molecule, parallel codifications, and other voded characteristics. In fact, there is a cybernetic algorithm which it is aˆzrecorded ” that the firs amino acid has to hold 23 atoms, the 2nd one 19, the 3rd one 17, etc. The first amino acid has its ain biochemistry, as does the 2nd and the 3rd, etc. The obvious decision is that there is a concrete relationship between quantitative ratios in the procedure of transportation of familial information and qualitative visual aspect, Internet Explorer, the characteristcs of the being.

Bio frequence

Conventional representation of the amino acid and frequence

Insulin is composed of aminoacids with assorted numerical values.

This numerical values are in an irregular order. For illustration, in concatenation A the first 1 has 10 atoms, the 2nd one 22. Their frequence is X. Second amino acid has 22 atoms, and the 3rd one 19. Their frequence is Y ; etc.

.. Frequency is the measuring for constitution of intervals of numerical values of amino acids in proteins. This value can be positive, negative or a zero value.

These frequences are demoing us one wholly new dimension of protein sequencing. Through these frequences we can set up which of aminoacids are of primary, and which are of secondary significance in biochemical procedures of insulin. Here is a concrete illustration:

Conventional representation of the amino acid and frequence

Amino acids from 1 to 51

Gram

I

Volt

Tocopherol

Q

C

C

Thymine

Second

I

C

Second

Liter

Yttrium

Q

Liter

Tocopherol

Nitrogen

Yttrium

C

Nitrogen

10

22

19

19

20

14

14

17

14

22

14

14

22

24

20

22

19

17

24

14

17

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

16

17

18

19

20

21

1012-301-603-38-8082-42-3-27-103

F

Volt

Nitrogen

Q

Hydrogen

I

C

Gram

Second

Hydrogen

Liter

Volt

Tocopherol

A

Liter

23

19

17

20

20

22

14

10

14

20

22

19

19

13

22

22

23

24

25

26

27

28

29

30

31

32

33

34

35

36

6-4-2302-8-4462-30-69

Yttrium

Liter

Volt

C

Gram

Tocopherol

Roentgen

Gram

F

I

Yttrium

Thymine

Phosphorus

K

Thymine

24

22

19

14

10

19

26

10

23

22

24

17

17

24

17

37

38

39

40

41

42

43

44

45

46

47

48

49

50

51

2-2-3-5-497-1613-12-707-7From 0 to 10 = 10 ; From 10 to 22 = 12 ; From 22 to 19 = ( – ) 3 ; From 19 to 10 = 0 ; etcFig.3. Conventional representation of the amino acids and bio frequence construction concatenation of the Insulin1AI0: Angstrom, B

Bio frequence ( + )

Gram

I

Q

Thymine

I

Liter

Yttrium

Liter

Yttrium

Nitrogen

F

Q

10

22

20

17

22

22

24

22

24

17

23

20

1

2

5

8

10

13

14

16

19

21

22

25

10

12

1

3

8

8

2

2

7

3

6

3

I

Second

Hydrogen

Liter

Liter

Yttrium

Tocopherol

Roentgen

F

Yttrium

K

22

14

20

22

22

24

19

26

23

24

24

27

30

31

32

36

37

42

43

45

47

50

2

4

6

2

9

2

9

7

13

2

7

Bio frequence ( + ) = ( 10+12+1+3aˆ¦+7 ) = ( + ) 128 ;

Bio frequence ( Zero )

Tocopherol

C

Second

Hydrogen

Tocopherol

Phosphorus

19

14

14

20

19

17

4

7

12

26

34

49

000000

Bio frequence ( – )

Volt

C

Second

C

Q

Tocopherol

Nitrogen

C

Volt

Nitrogen

C

19

14

14

14

20

19

17

14

19

17

14

3

6

9

11

15

17

18

20

23

24

28

-3

-6

-3

-8

-4

-3

-2

-10

-4

-2

-8

Gram

Volt

A

Liter

Volt

C

Gram

Gram

I

Thymine

Thymine

10

19

13

22

19

14

10

10

22

17

17

29

33

35

38

39

40

41

44

46

48

51

-4

-3

-6

-2

-3

-5

-4

-16

-1

-7

-7

-17

Bio frequence ( – ) = [ ( -3 ) + ( -6 ) + ( -3 ) aˆ¦+ ( -17 ) ] = ( – ) 128 ;Consequences:Bio frequence of aminic acids from 1 to 51 = [ ( – ) 128 A« ( + ) 128 ] ;Therefore, there is a mathematical balance between the group of aminoacids with positive frequence and those of negative frequence. Aminoacids with a positive frequence have a primary function in the mathematical image of that protein, and the negative frequences have a secondary function in it. We assume that aminoacids with a positive frequence have a primary function in the biochemical image of that protein, and the negative frequences have a secondary function in it.

If this truly is the instance and research on an experimental degree proves it, a radically new manner of larning about biochemical procedures will be opened.

Bio frequences from aminic acids 51 to 1

Gram

I

Volt

Tocopherol

Q

C

C

Thymine

Second

I

C

Second

Liter

Yttrium

Q

Liter

Tocopherol

Nitrogen

Yttrium

C

Nitrogen

10

22

19

19

20

14

14

17

14

22

14

14

22

24

20

22

19

17

24

14

17

1

2

3

4

5

6

7

8

9

10

11

12

13

14

15

16

17

18

19

20

21

-10

-12

3

0

-1

6

0

-3

3

-8

8

0

-8

-2

4

-2

3

2

-7

10

-3

-6

F

Volt

Nitrogen

Q

Hydrogen

I

C

Gram

Second

Hydrogen

Liter

Volt

Tocopherol

A

Liter

23

19

17

20

20

22

14

10

14

20

22

19

19

13

22

22

23

24

25

26

27

28

29

30

31

32

33

34

35

36

4

2

-3

0

-2

8

4

-4

-6

-2

3

0

6

-9

-2

Yttrium

Liter

Volt

C

Gram

Tocopherol

Roentgen

Gram

F

I

Yttrium

Thymine

Phosphorus

K

Thymine

24

22

19

14

10

19

26

10

23

22

24

17

17

24

17

37

38

39

40

41

42

43

44

45

46

47

48

49

50

51

2

3

5

4

-9

-7

16

-13

1

-2

7

0

-7

7

17

From 0 to 17 = 17 ; From 17 to 24 = 7 ; From 24 to 17 = ( – ) 7 ; aˆ¦ , From 10 to 10 = ( – ) 10 ; etcFig.4. Conventional representation of the amino acids and bio frequence construction concatenation of the Insulin1AI0: Angstrom, B, from aminic acids 51 to 1.

Bio frequence ( + )

Bio frequence ( + ) = ( 17+7+7+1+16aˆ¦ , + 3 ) = ( + ) 128 ;

Bio frequence ( – )

Bio frequence ( – ) = [ ( -7 ) + ( -2 ) + ( -13 ) aˆ¦+ ( -10 ) ] = ( – ) 128 ;Bio frequence of aminic acids from 51 to 1 = [ ( – ) 128 A« ( + ) 128 ] ;In this illustration there is a mathematical balance between the group of aminoacids with positive frequence and those of negative frequence.

Bio frequences of aminic acids from 1 to 51 and from 51 to 1

Gram

I

Volt

Tocopherol

Q

C

C

Thymine

Second

I

C

Second

Liter

Yttrium

10

22

19

19

20

14

14

17

14

22

14

14

22

24

1

2

3

4

5

6

7

8

9

10

11

12

13

14

From 1 to 51

10

12

-3

0

1

-6

0

3

-3

8

-8

0

8

2

-4

From 51 to 1

-10

-12

3

0

-1

6

0

-3

3

-8

8

0

-8

-2

4

Sum

-10

-2

15

-3

-1

7

-6

-3

6

-11

16

-8

-8

6

6

Q

Liter

Tocopherol

Nitrogen

Yttrium

C

Nitrogen

F

Volt

Nitrogen

Q

Hydrogen

I

C

Gram

Second

Hydrogen

Liter

Volt

20

22

19

17

24

14

17

23

19

17

20

20

22

14

10

14

20

22

19

15

16

17

18

19

20

21

22

23

24

25

26

27

28

29

30

31

32

33

-4

2

-3

-2

7

-10

3

6

-4

-2

3

0

2

-8

-4

4

6

2

-3

-2

3

2

-7

10

-3

-6

4

2

-3

0

-2

8

4

-4

-6

-2

3

0

-6

5

-1

-9

17

-13

-3

10

-2

-5

3

-2

10

-4

-8

-2

4

5

-3

Tocopherol

A

Liter

Yttrium

Liter

Volt

C

Gram

Tocopherol

Roentgen

Gram

F

I

Yttrium

Thymine

Phosphorus

K

Thymine

19

13

22

24

22

19

14

10

19

26

10

23

22

24

17

17

24

17

34

35

36

37

38

39

40

41

42

43

44

45

46

47

48

49

50

51

0

-6

9

2

-2

-3

-5

-4

9

7

-16

13

-1

2

-7

0

7

-7

-17

6

-9

-2

2

3

5

4

-9

-7

16

-13

1

-2

7

0

-7

7

17

6

-15

7

4

1

2

-1

-13

2

23

-29

14

-3

9

-7

-7

14

10

-17

Fig.5. Conventional representation of the amino acids and bio frequence construction concatenation of the Insulin1AI0: Angstrom, B, of aminic acids from 1 to 51 and from 51 to 1.

Bio frequence ( + )

Bio frequence ( + ) = ( 15+7+6+16aˆ¦ , + 10 ) = ( + ) 202 ;

Bio frequence ( – )

Bio frequence ( – ) = [ ( -10 ) + ( -2 ) + ( -3 ) aˆ¦+ ( -17 ) ] = ( – ) 202 ;Bio frequence of aminic acids from 51 to 1 and 51 to 1 = [ ( – ) 202 A« ( + ) 202 ] ;There are distinct codifications that can demo us one extremist new dimension of the familial procedure operation.

Table of frequences – Insulin A, B concatenation

Amino acidsBio frequence ( – )Bio frequence ( + )From 1 to 51

( – ) 128

( + ) 128

From 2 to 50

( – ) 128

( + ) 128

From 3 to 49

( – ) 118

( + ) 118

From 4 to 48

( – ) 118

( + ) 118

From 5 to 47

( – ) 118

( + ) 118

From 6 to 46

( – ) 110

( + ) 110

From 7 to 45

( – ) 110

( + ) 110

From 8 to 44

( – ) 97

( + ) 97

From 9 to 43

( – ) 94

( + ) 94

From 10 to 42

( – ) 87

( + ) 87

From 11 to 41

( – ) 70

( + ) 70

From 12 to 40

( – ) 70

( + ) 70

From 13 to 39

( – ) 70

( + ) 70

From 14 to 38

( – ) 70

( + ) 70

From 15 to 37

( – ) 66

( + ) 66

From 16 to 36

( – ) 64

( + ) 64

From 17 to 35

( – ) 52

( + ) 52

From 18 to 34

( – ) 50

( + ) 50

From 19 to 33

( – ) 50

( + ) 50

From 20 to 32

( – ) 40

( + ) 40

From 21 to 31

( – ) 38

( + ) 38

From 22 to 30

( – ) 32

( + ) 32

From 23 to 29

( – ) 24

( + ) 24

From 24 to 28

( – ) 22

( + ) 22

From 25 to 27

( – ) 22

( + ) 22

From 26 to 2600Amino acids from 26 to 26 & gt ; nulta frequence ;Table 1. Shematic representation of the positive and negative bio frequences of insulin concatenation A, B

Table of frequences – Insulin A, B concatenation ( 2 )

Amino acids

Bio

frequence ( – )

Bio

frequence ( + )

Connection

Bio

codification 26

From 1 to 51

( – ) 128

( + ) 128

128 128 & gt ;( 26+26+26aˆ¦ , +26 )From 2 to 50

( – ) 128

( + ) 128

128 128 & gt ;( 26+26+26aˆ¦ , +26 )From 3 to 49

( – ) 118

( + ) 118

118 118 & gt ;( 26+26+26aˆ¦ , +26 )From 4 to 48

( – ) 118

( + ) 118

118 118 & gt ;( 26+26+26aˆ¦ , +26 )From 5 to 47

( – ) 118

( + ) 118

118 118 & gt ;( 26+26+26aˆ¦ , +26 )From 6 to 46

( – ) 110

( + ) 110

110 110 & gt ;( 26+26+26aˆ¦ , +26 )From 7 to 45

( – ) 110

( + ) 110

110 110 & gt ;( 26+26+26aˆ¦ , +26 )From 8 to 44

( – ) 97

( + ) 97

97 097 & gt ;[ ( 26+26+26 & A ; , +26 ) :2 ]From 9 to 43

( – ) 94

( + ) 94

94 094 & gt ;( 26+26+26aˆ¦ , +26 )From 10 to 42

( – ) 87

( + ) 87

87 087 & gt ;[ ( 26+26+26 & A ; , +26 ) :2 ]From 11 to 41

( – ) 70

( + ) 70

70 070 & gt ;( 26+26+26aˆ¦ , +26 )From 12 to 40

( – ) 70

( + ) 70

70 070 & gt ;( 26+26+26aˆ¦ , +26 )From 13 to 39

( – ) 70

( + ) 70

70 070 & gt ;( 26+26+26aˆ¦ , +26 )From 14 to 38

( – ) 70

( + ) 70

70 070 & gt ;( 26+26+26aˆ¦ , +26 )From 15 to 37

( – ) 66

( + ) 66

66 066 & gt ;( 26+26+26aˆ¦ , +26 )From 16 to 36

( – ) 64

( + ) 64

64 064 & gt ;( 26+26+26aˆ¦ , +26 )From 17 to 35

( – ) 52

( + ) 52

52 052 & gt ;( 26+26+26aˆ¦ , +26 )From 18 to 34

( – ) 50

( + ) 50

50 050 & gt ;( 26+26+26aˆ¦ , +26 )From 19 to 33

( – ) 50

( + ) 50

50 050 & gt ;( 26+26+26aˆ¦ , +26 )From 20 to 32

( – ) 40

( + ) 40

40 040 & gt ;( 26+26+26aˆ¦ , +26 )From 21 to 31

( – ) 38

( + ) 38

38 038 & gt ;( 26+26+26aˆ¦ , +26 )From 22 to 30

( – ) 32

( + ) 32

32 032 & gt ;( 26+26+26aˆ¦ , +26 )From 23 to 29

( – ) 24

( + ) 24

24 024 & gt ;( 26+26+26aˆ¦ , +26 )From 24 to 28

( – ) 22

( + ) 22

22 022 & gt ;( 26+26+26aˆ¦ , +26 )From 25 to 27

( – ) 22

( + ) 22

22 022 & gt ;( 26+26+26aˆ¦ , +26 )From 26 to 260000Table 2. This tabular array contains an overview of all positive and negative values of bio frequences. The values show some of the quantitative features of the molecule of insulin. Actually, they show that there is an exact mathematical balance between positive and negative values.

Variations of frequence

Amino acids

Bio

frequence ( – )

Bio

frequence ( + )

1-51, 2-50

( – ) 128

( + ) 128

3-49,4-48,5- 47

( – ) 118

( + ) 118

6-46, 7-45

( – ) 110

( + ) 110

8-44

( – ) 97

( + ) 97

9-43

( – ) 94

( + ) 94

10-42

( – ) 87

( + ) 87

11-41, 12-40, 13-39, 14-38

( – ) 70

( + ) 70

15-37

( – ) 66

( + ) 66

16-36

( – ) 64

( + ) 64

17-35

( – ) 52

( + ) 52

18-34, 19-33

( – ) 50

( + ) 50

20-32

( – ) 40

( + ) 40

21-31

( – ) 38

( + ) 38

22-30

( – ) 32

( + ) 32

23-29

( – ) 24

( + ) 24

24-28, 25-27

( – ) 22

( + ) 22

26-2600Sum

( – ) 1092

( + ) 1092

1092 = ( 26 + 26 + 26aˆ¦ , + 26 ) ;In this illustration we have the exact mathematical balance between groups of aminic acids and bio codification 26.

Discret codes 19 and 7

26 = ( 19 + 7 ){ [ SA ( R1,2,3, n ) ten B ] – [ SB ( R1,2,3, n ) x A ] + ( AB ) } = ABA ;SA, SB = Groups of AB frequences in group of aminic acids from Ten to YR1,2,3, n = Frequencies ;

A = 7 ; B = 19 ;

Frequencies from 1 to 51

R = 128 ;{ [ S7 ( 128 ) x 19 ] – [ S19 ( 128 ) x 7 ] + ( 7×19 ) } = ( 7x19x7 ) ;S7 ( 128 ) = ( 122+123+124+125+126+127+128 ) = 875 ;S19 ( 128 ) = ( 110+111+112aˆ¦ , + 128 ) = 2261 ;{ [ ( 875 x 19 ) ( 2261 x 7 ) ] + ( 7 x 19 ) } = ( 7 x 19 ten 7 ) ;Discret codes 19 and 7 & gt ; Frequency 128 ;

Frequencies from 3 to 49

R = 118 ;{ [ S7 ( 118 ) x 19 ] – [ S19 ( 118 ) x 7 ] + ( 7×19 ) } = ( 7x19x7 ) ;{ [ S7 ( 118 ) x 19 ] – [ S19 ( 118 ) x 7 ] + ( 7×19 ) } = ( 7x19x7 ) ;S7 ( 118 ) = ( 112+113+114+115+116+117+118 ) = 805 ;S19 ( 118 ) = ( 100+101+102aˆ¦ , + 118 ) = 2071 ;{ [ ( 805 x 19 ) ( 2071 x 7 ) ] + ( 7 x 19 ) } = ( 7 x 19 ten 7 ) ;Discret codes 19 and 7 & gt ; Frequency 118 ;

Frequencies from 6 to 46

R = 110 ;Discret codes 19 and 7 & gt ; Frequency 110 ;

Frequencies from 8 to 44

R = 97 ;Discret codes 19 and 7 & gt ; Frequency 97 ;

Frequencies from 8 to 44

R = 97 ;Discret codes 19 and 7 & gt ; Frequency 97 ;

Frequencies from 9 to 43

R = 94 ;Discret codes 19 and 7 & gt ; Frequency 94 ;

Frequencies from 10 to 42

R = 87 ;Discret codes 19 and 7 & gt ; Frequency 87 ;

Frequencies from 11 to 41

R = 70 ;Discret codes 19 and 7 & gt ; Frequency 70 ;

Frequencies from 15 to 37

R = 66 ;Discret codes 19 and 7 & gt ; Frequency 66 ;etc.

Degrees of frequences

In the group of aminoacids with positive frequence there are two sub-unions. One is the sub-union with positive, and the other one is sub-union with negative frequences.

Besides, in the brotherhood of aminoacids with negative frequence there are sub-unions with positive and negative frequences. These groups besides have their sub-unions with positive and negative frequences. All these groups show us one radically new dimension of biochemistry of insulin.

We expect that this find will assist a better apprehension of many secrets of biochemistry of protein.

Discussion

The consequences of our research show that the procedures of sequencing the molecules are conditioned and arranged non merely with chemical and biochemical lawfulness, but besides with plan, cybernetic and informational lawfulness excessively. At the first phase of our research we replaced bases from the Amino Acid Code Matrix with Numberss of the atoms in those bases. Translation of the biochemical linguistic communication of these aminic acids into a digital linguistic communication may be really utile for developing new methods of foretelling protein sub-cellular localisation, membrane protein type, protein construction secondary anticipation or any other protein attributes. Since the construct of Chou ‘s imposter amino acerb composing was proposed 1,2, there have been many attempts to seek to utilize assorted digital Numberss to stand for the 20 native amino acids in order to better reflect the sequence-order effects through the vehicle of imposter amino acerb composing.

Some research workers used complexness step factor 3, some used the values derived from the cellular zombi 4-7, some used hydrophobic and/or hydrophilic values 8-16, some were through Fourier transform 17,18, and some used the physicochemical distance 19. It is traveling to be possible to utilize a wholly new scheme of research in genetic sciences in the hereafter. However, close observation of all these relationships, which are the results of periodic Torahs ( more specifically the jurisprudence of binary cryptography ) , stereo-chemical and digital construction of proteins.