Physics NotePublished
On q-Deformed Supersymmetric Classical Mechanical Models
L. P. Colatto; J.L. Matheus-Valle
1994
Publication details
- Authors
- L. P. Colatto; J.L. Matheus-Valle
- Type
- Physics Note
- Status
- Published
- Publication date
- 1994
- Description
- Based on the idea of quantum groups and paragrassmann variables, we present a generalisation of supersymmetric classical mechanics with a deformation parameter <math>q= \exp{\frac{2 \pi i}{k}}\,\!</math> and we work with the <math>k =3\,\!</math> case. The coordinates of the q-superspace are a commuting parameter <math>t\,\!</math> and a paragrassmann variable <math>\theta\,\!</math>, where <math> \theta^3= 0 \,\!</math>. The generator and covariant derivative are obtained, as well as the action for some possible superfields.
- Year
- 1994
- Number
- CBPF-NF-008/94
- Linked to a thesis
- No
- Linked to a grant
- No