Compact minimal submanifolds of the Riemannian symmetric spaces $SU(n)\mathrm{/}SO(n)$, $Sp(n)\mathrm{/}U(n)$, $SO(2n)\mathrm{/}U(n)$, $SU(2n)\mathrm{/}Sp(n)$ via complex-valued eigenfunctions

In this work we construct new multi-dimensional families of compact minimal submanifolds, of the classical Riemannian symmetric spaces $SU(n)\mathrm{/}SO(n)$, $Sp(n)\mathrm{/}U(n)$, $SO(2n)\mathrm{/}U(n)$ and $SU(2n)\mathrm{/}Sp(n)$, of codimension two.