Abstract
In this paper, we study the map projections from pseudosphere S2 1 onto the non-lightlike surfaces in the 3-dimensional Lorentzian space, L3, with curvature zero. We show geometrical means and properties of R × S1 1−cylindrical, S1 × L−cylindrical and R × H1 0−cylindrical projections defined on S2 1 to cylinders R × S1 1 , S1 × L and R × H1 0 , respectively, and orthographic and stereographic projections on S2 1 to Lorentzian plane, L2.
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