Prime numbers and genetic code

les nombres premiers et le code génétique

 

THE NUMERIC CONNECTIONS OF THE GENETIC CODE©

Study on the numeric connections codons-coded

Jean-Yves BOULAY

LES RELATIONS NUMERIQUES DU CODE GENETIQUE©

Etude sur les relations numériques codons-codés

Jean-Yves BOULAY

 

This study demonstrates the existence of arithmetical connections between the number of protons contained in every amino acid and its genetic coding.

Cette étude démontre l’existence de liens arithmétiques entre le nombre de protons contenus dans chaque acide aminé et son codage génétique.

 

 

This study also describes many phenomena of symmetry  in the genetic code table about the distribution of  protons numbers of amino acids compared to the configuration of their genetic coding (codons bases of DNA).

Cette étude décrit également de nombreux phénomènes de symétrie dans le tableau du code génétique concernant  la répartition des nombres de protons des acides aminés en rapport à la configuration de leur codage génétique (bases des codons de l’ADN).

 

 

In study complements, are described numerous other phenomena implicating also the numbers of neutrons, the numbers of atoms, and other physical entities as for example the Petoukhov’s modules.

En compléments de l’étude sont décrits de nombreux autres phénomènes impliquant  aussi les nombres de neutrons, les nombres d’atomes et d’autres entités physiques comme par exemple les modules de Petoukhov.

 

 

Some examples of phenomena described in the study:

Numbers are quantities of protons in the coded amino acids (a box with 4 coded)

A box is the total number of protons in 4 coded with the two identical first DNA bases

Without the rebel group

 

A

G

T

C

A

300

296

192

320

G

300

160

128

376

T

144

256

320

288

C

256

192

224

252

With the rebel group

 

A

G

T

C

A

300

296

192

320

G

300

160

236

376

T

296

256

320

288

C

256

192

224

252

In the following frame, the sums of same colour boxes

are quite multiple of  prime number 7

 

Concentration of multiples of prime number 7 to the genetic coding of the proline

(Without the rebel group)

In these configurations of multiples of the prime number 7: a regular phenomenon of more and more strong concentration to the genetic coding of the proline

16 boxes group multiple…

…then twice 8 boxes group…

…then twice 4 boxes group…

…then twice 2 boxes group…

and finally twice 1 box group!

572 x 7

256 x 7

132 x 7

68 x 7

36 x 7

In the following frame appear symmetric phenomena of multiples of the prime number 13. The sums of the values connected by the same colour are quite multiple of  prime number 13

 

Symmetrical associations of multiples of the prime number 13

(With the rebel group)

Symmetrical configuration of multiples of 13 with symmetrical identical sums

 

172 x 13

172 x 13

156 x 13

156 x 13

In the following frame appear symmetric phenomena of multiples of prime number 11. The sums of the values connected by the same colour are quite multiple of 11

 

Symmetrical associations of multiples of the prime number 11

(Without the rebel group)

Perfectly symmetric subgroups of multiples of the prime number 11

perfectly symmetrical subdivisions

perfectly symmetrical subdivisions

perfectly symmetrical subdivisions

perfectly symmetrical subdivisions

This is just some phenomena discovered by the author. For more details and to discover numerous other numerical phenomena connecting the codons with the coded, please consult the whole study…

Ceci n’est juste que quelques phénomènes découverts par l’auteur. Pour plus de détails et pour découvrir de nombreux autres phénomènes numériques reliant les codons aux codés, consulter l'étude entière…

 

to consult the whole study

English version

 

consulter l'étude entière

version française

 

Others articles about the genetic code by Jean-Yves BOULAY:

 

THE ARITHMETICAL PHENOMENA OF SYMMETRY IN THE GENETIC CODE WITH THE MODULES OF SERGEI PETOUKHOV

 By Jean-Yves BOULAY: paper introduced in August 2006 in the

 Symmetry Festival 2006 
 at the Conference of Budapest

This article investigates the molecular modules system proposed by Professor Sergei Petoukhov. This study describes numerous phenomena of symmetry in the distribution of the amino acids in the genetic code table. These phenomena consist to arithmetical arrangements of sets of modules numbers, or/and protons numbers which are counted in each of the 20 amino acids used by the standard genetic code. These arithmetical phenomena are by configurations of multiples of prime numbers also.

 

Molecular structure

Petoukhov’s structure

10 atoms - 40 protons

5 modules - 40 protons

 

Shcherbak’s arithmetic and Boulay’s arithmetic: the proline hypothesis.

Connections between the arithmetic of Shcherbak *(Shcherbak, V. I. Sixty-four triplets and 20 canonical amino acids of genetic code: the arithmetical regularities. Part II //J. theor. Biol., v. 166, p. 475-477, 1994) and the phenomena describing in the study “The numeric connections of the genetic code©” Jean-Yves Boulay.

 Presentation of a hypothesis about the subatomic proline structure.

 

Connections between searches Sergei PETOUKHOV and searches Jean-Yves BOULAY

Connections between the Petoukhov’s structure (S.V.Petoukhov “Genetic Code and the Ancient Chinese “Book Of Changes”” , “Symmetry: Culture and Science”) and the phenomena describing in the study “The numeric connections of the genetic code©” Jean-Yves Boulay.

 

The hyper genetic code

The genetic code is constituted by 64 codons but also by 120 hyper codons. In the distribution of the protons numbers in the hyper genetic code table appears sophisticated phenomenon of numerous multiples of the prime number 7 which are organised in spiral form.

 

Rank of the amino acid according to the protons number

According to their protons number, the 20 amino acids can be classified in 14 ranks. These 14 ranks are regrouped in two sets. In the distribution of the protons numbers in the genetic code table appear symmetric phenomena of prime number 7 multiples for each set.

 

Jean-Yves BOULAY's prime home page

THE NUMERIC CONNECTIONS OF THE GENETIC CODE Jean-Yves BOULAY 2001- 2010©