A Poincar\'e invariant treatment of the three-nucleon problem

TL;DR

This paper reviews recent advances in applying Poincaré invariant methods to solve the three-nucleon problem at intermediate energies, improving the understanding of relativistic effects in nuclear interactions.

Contribution

It introduces a Poincaré invariant framework for the three-nucleon problem, enhancing the accuracy of nuclear interaction models at intermediate energies.

Findings

Improved relativistic three-nucleon models

Enhanced understanding of intermediate-energy nuclear interactions

Progress in Poincaré invariant computational techniques

Abstract

I summarize recent progress in the treatment of the Poincar\'e three-nucleon problem at intermediate energies