Abstract
The proof of the connection between spin and statistics for interacting fields is divided into two parts: commutation relations involving components of a single field, and commutation relations between different fields. The first problem is treated in this paper: the connection between spin and statistics is shown to follow from a few simple postulates. The explicit discussion is limited to the cases of spin zero and of spin one-half.
- Received 13 January 1958
DOI:https://doi.org/10.1103/PhysRev.110.1450
©1958 American Physical Society