Partial-wave decomposition of the Faddeev amplitude of a Poincar\'e-invariant three-fermion bound state
Abstract
A partial-wave decomposition of the Faddeev amplitude of a Poincare-invariant three-fermion bound state is presented. Some implications for the properties of the nucleon as relativistic three-quark bound state are discussed. E.g. it is demonstrated that the nucleon is not spherically symmetric.
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