Let
,
, and
be tetrahedra in projective three-space
. Then the tetrahedra are said to be desmically related if there exist constants
,
, and
such that

A desmic surface is then defined as a quartic surface which can be written as

for desmically related tetrahedra
,
,and
. Desmic surfaces have 12 ordinary double points, which are the vertices of three tetrahedra in three-space (Hunt 1996).








A desmic surface is then defined as a quartic surface which can be written as

for desmically related tetrahedra



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