ABSTRACT

IN Part One we investigated simple topological notions and showed that they were concerned only with the object in itself, and with its internal properties as established empirically. Following this, we saw in Part Two how these same notions, once linked with ‘points of view’, gave rise to specific shapes conserving straight lines and governed by projective relationships. Projective space thus appears as a co-ordination of objects—as opposed to analysis of the object in itself—but a co-ordination relative to specific points of view. In short, as a co-ordination of the actual points of view themselves.