Abstract
F. Hohenberg proposed a method to construct axonometric views of an object of the physical space from two auxiliary axonometric views in the drawing plane “without auxiliary lines”. This elegant method is unjustifiedly neglected in common courses of descriptive geometry and engineering graphics, although it is a wellsuited tool to visualize even higher dimensional objects and one can easily adapt it to computer aided descriptive geometry. This paper discusses obvious generalizations of Hohenberg's method and its relationship to other geometric mappings.
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