We present a spectral rigidity result for the Dirac operator on lens spaces. More specifically, we show that each homogeneous lens space and each three dimensional lens space $L(q;p)$ with $q$ prime is completely characterized by its Dirac spectrum in the class of all lens spaces.
"Properties of the Dirac spectrum on three dimensional lens spaces." Osaka J. Math. 54 (4) 747 - 765, October 2017.