\begin{document}$ (g-2)_{\mu} $\end{document} anomaly. In the minimal LQ models, only specific representations can lead to chiral enhancements. For the scalar LQs, \begin{document}$ R_2 $\end{document} and \begin{document}$ S_1 $\end{document} can lead to the top quark chiral enhancement. For the vector LQs, \begin{document}$ V_2 $\end{document} and \begin{document}$ U_1 $\end{document} can lead to the bottom quark chiral enhancement. When we consider the LQ and vector-like quark (VLQ) simultaneously, there can be more scenarios. In our previous study, we considered the scalar LQ and VLQ extended models with up-type quark chiral enhancement. Here, we study the scalar LQ and VLQ extended models with down-type quark chiral enhancement. We find two new models with B quark chiral enhancements, which originate from the bottom and bottom partner mixing. Then, we propose new LQ and VLQ search channels under the constraints of \begin{document}$ (g-2)_{\mu} $\end{document}."> Scalar leptoquark and vector-like quark extended models as the explanation of the muon <i>g–</i>2 anomaly: bottom partner chiral enhancement case -
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