A method by which a geometry with causality violation can be taken as
a part of a globally causal space-time model is presented. This proced
ure is applied to a pair of extensions to Godel's space-time: a ''Gode
l-generalized'' and a stringlike solution. The latter is shown to be a
n intermediate region between Godel and deformed Minkowski geometries.
Some conclusions and general ideas concerning structures with closed
timelike curves are also presented.