Stabilizers of some families of Boolean functions constituting Galois-closed subalgebras of the Schaefer algebra

Several families of Boolean functions constituting Galois-closed subalgebras of the Schaefer algebra are investigated. For each family we consider sets of functions depending on $n$ variables. Maximal groups of invariant transformations of sets of these functions is the symmetry substitution group of binary $n$-dimensional vectors are constructed.