Document consolidé. 33 pages d'origine ont été réunies ici ; les liens ci-dessous ouvrent chaque section.
Collection : 1 J.P.Petit : 1998. — ce document en fait partie.
Sommaire
- Dynamic groups theory. Index
- Prologue.
- Third axiom
- Group of translations :
- Orthogonal matrixes. Orthogonal groups.
- Symmetries.
- Components of a group.
- Orthogonal group
- A4108
- About components of the group.
- A4110
- Mirrors. 'PT-theorem'.
- A parenthesis : Space-time orientation.
- The Galileo groups
- The project.
- A g ( A g' ( y )) = A g' ( y )
- Dual actions.
- Choice of the matrix m .
- passage vector f
- Particles with spin.
- The photon.
- Neutrinos.
- Permanent magnets.
- A4123
- The special Galileo's group.
- Non-trivial extension of the Special Galileo's group.
- Particles and anti-particles' zoos.
- A geometrical definition of anti-matter.
- Geometric description of Dirac's anti-matter.
- elements transform movement of normal matter into movement of anti-matter
- What is the solution ?
- Coadjoint action of orthochron elements
- Some comments about the metrics.
Dynamic groups theory. Index
2015 september 26
Je suis assailli de messages de lecteurs, me demandant de parler de ceci, de cela. Chaque sujet représente un paquet d'heures de travail. Pour le moment je me suis concentré sur le nucléaire.
Là, il y a urgence, car notre avenir est entre les mains de fous complets.
1 - Prolog -Groups : first and second axioms. Link
2 - Groups. Third and fourth axiom. Link
3 -
4 -
5 -
6 -
7 -
8 - .
9 -
10 -
11 -
12 -
13 -
14 - . Actions - Link.
15 - Anti-action. Link
16 - Dual actions Link.
17 - Coadjoint action of a Lie's group on its Lie algebra. Link.
18 - Dual od the coadjoint action of a Lie's group ont its Lie algebra. Link.
19 - .
20 - .
Prologue.
Third axiom
Group of translations :
Orthogonal matrixes. Orthogonal groups.
Symmetries.
Components of a group.
Orthogonal group
A4108
About components of the group.
A4110
Mirrors. 'PT-theorem'.
A parenthesis : Space-time orientation.
The Galileo groups
The project.
A g ( A g' ( y )) = A g' ( y )
Dual actions.
Choice of the matrix m .
passage vector f
Particles with spin.
The photon.
Neutrinos.
Permanent magnets.
A4123
The special Galileo's group.
Non-trivial extension of the Special Galileo's group.
Particles and anti-particles' zoos.
A geometrical definition of anti-matter.
Geometric description of Dirac's anti-matter.
elements transform movement of normal matter into movement of anti-matter
What is the solution ?
Coadjoint action of orthochron elements
Some comments about the metrics.
Pages d'origine : a_groups_index.htm, a4101.htm, a4102.htm, a4103.htm, a4104.htm, a4105.htm, a4106.htm, a4107.htm, a4108.htm, a4109.htm, a4110.htm, a4111.htm, a4112.htm, a4113.htm, a4114.htm, a4115.htm, a4116.htm, a4117.htm, a4118.htm, a4119.htm, a4120.htm, a4121.htm, a4122.htm, a4123.htm, a4124.htm, a4125.htm, a4126.htm, a4127.htm, a4128.htm, a4129.htm, a4130.htm, a4131.htm, a4132.htm