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I will review the current status of the determination of
the light quark masses, concentrating in particular on those based on
lattice calculations. I will then discuss how the analysis of the process $\eta \to 3 \pi$ allows one to extract clean information about the isospin-violating mass ratio $Q$:
\[
\frac{1}{Q^2}=\frac{m_d^2-m_u^2}{m_s^2-\hat m^2} \; ,
\]
which is complementary to current lattice calculations. I will give details about a dispersive treatment of this decay which we are carrying out and discuss future plans about how to include also a treatment of isospin-breaking effects.