“…Finally, we must assume that the derivatives exist, which implicitly requires that the system is not quasi-degenerate for perturbations of the strength relevant for the analysis. Quasi-degeneracy (even exact degeneracy) can be treated, however, if the derivatives are reinterpreted as differentials (Cardenas et al, 2011;Bultinck et al, 2013a;Bultinck et al, 2013b;Pino-Rios et al, 2017;Cerón et al, 2020;Bultinck and Cárdenas, 2022;Cárdenas et al, 2022). Other effects (e.g., temperature-dependence, spin-specificity) can likewise be treated without essential difficulty, merely by an extension of definition and notation (Galvan et al, 1988;Ghanty and Ghosh, 1994;Ayers and Yang, 2006;Garza et al, 2006;Perez et al, 2008;Franco-Perez et al, 2015a;Franco-Perez et al, 2015b;Alain Miranda-Quintana and Ayers, 2016;Franco-Perez et al, 2017a;Franco-Perez et al, 2017b;Franco-Pérez et al, 2017;Robles et al, 2018;Gázquez et al, 2019).…”