Three-nucleon contact forces in the Jacobi partial-wave basis
Abstract
We construct the three-nucleon contact potentials in the Jacobi partial-wave basis. The potentials are built in the separable form as the products of the antisymmetrized three-nucleon states in which the nucleons are arbitrarily close to each other. We compile the three-nucleon contact potentials up to O(Q2). These contact potentials are by construction independent operators under exchanges of any nucleon pairs.
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