$U$-spin sum rules for two-body decays of bottom baryons
Si-Jia Wen, Wei-Chen Fu, Di Wang

TL;DR
This paper develops $U$-spin symmetry-based sum rules for two-body bottom baryon decays, deriving master formulas, predicting branching fractions, and establishing $CP$ asymmetry relations to test flavor symmetry.
Contribution
It introduces new $U$-spin sum rules involving both $b o d$ and $b o s$ transitions and provides a framework for analyzing bottom baryon decay data.
Findings
Derived master formulas for $U$-spin sum rules in bottom baryon decays.
Predicted some branching fractions based on $U$-spin symmetry.
Established new $CP$ asymmetry relations for heavy baryon decays.
Abstract
-spin symmetry, which reflects the symmetry between the down-type and quarks, is a powerful tool for analyzing heavy hadron weak decays. Motivated by recent experimental achievements in the bottom baryon sector, we study the -spin sum rules for bottom baryon decays. The effective Hamiltonian for quark decay is zero under the -spin lowering operators , permitting us to derive -spin sum rules involving only the transition or transition. Moreover, a new operator, , is proposed to generate -spin sum rules involving both the and transitions. The proof that the effective Hamiltonian for quark decay is zero under and is presented. The master formulas for generating -spin sum rules for the two-body decays of bottom baryons involving , ,…
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