Abstract
We give an algebraic proof of the spin-statistics connection for the parabosonic and parafermionic quantum topological charges of a theory of local observables with a modular P{sub 1}CT-symmetry. The argument avoids the use of the spinor calculus and also works in 1+2 dimensions. It is expected to be a progress towards a general spin-statistics theorem including also (1+2)-dimensional theories with braid group statistics. (orig.)
Citation Formats
Kuckert, B.
A new approach to spin and statistics.
Germany: N. p.,
1994.
Web.
Kuckert, B.
A new approach to spin and statistics.
Germany.
Kuckert, B.
1994.
"A new approach to spin and statistics."
Germany.
@misc{etde_10128383,
title = {A new approach to spin and statistics}
author = {Kuckert, B}
abstractNote = {We give an algebraic proof of the spin-statistics connection for the parabosonic and parafermionic quantum topological charges of a theory of local observables with a modular P{sub 1}CT-symmetry. The argument avoids the use of the spinor calculus and also works in 1+2 dimensions. It is expected to be a progress towards a general spin-statistics theorem including also (1+2)-dimensional theories with braid group statistics. (orig.)}
place = {Germany}
year = {1994}
month = {Nov}
}
title = {A new approach to spin and statistics}
author = {Kuckert, B}
abstractNote = {We give an algebraic proof of the spin-statistics connection for the parabosonic and parafermionic quantum topological charges of a theory of local observables with a modular P{sub 1}CT-symmetry. The argument avoids the use of the spinor calculus and also works in 1+2 dimensions. It is expected to be a progress towards a general spin-statistics theorem including also (1+2)-dimensional theories with braid group statistics. (orig.)}
place = {Germany}
year = {1994}
month = {Nov}
}