Dimensions I

In this series, the graph of a four-dimensional hyper-cube is the basic generator of signs. This graph is a two-dimensional representation of the hyper-cube, indicating relationships between points, lines, squares and cubes, inherent in this structure. A global structure is generated either by combinatorially selecting lines from the cube or by showing connecting paths between 2 given diagonally opposite points on the graph (diagonals). A 4-d hyper-cube has 8 pairs of diagonally opposite points. A “diagonal-path” is the connection of 2 such diametric points through the network of edges of this complex structure (there are 24 “diagonal-paths” for each of the 8 diagonals).