ON PRINCIPALLY POLARIZED ADLER-VAN-MOERBEKE SURFACES

In the present paper we study Kummer surfaces in P-5 arising as projec tions of a certain family of principally polarized abelian surfaces in P-6. This family was introduced by ADLER. and VAN MOERBEKE in connect ion with some Hamiltonian dynamical systems. In this paper we give exp licit equations of the associated Kummer surfaces. This enables us to describe their moduli space and to give the full list of degenerations .