## Dimensions I (1977-1979)

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 â€śdiagonal-pathâ€ť is the connection of 2 such diametric points through the network of edges of this complex structure (there are 24 â€śdiagonal-pathsâ€ť for each of the 8 diagonals).

**More works**

algorithmic modulations (2019)

Transit-Code (2017-2018)

Artificiata II (2012-2015)

parallelResonance (2009-2011)

klangfarben (2006-2007)

subsets.motion (2003-2005)

subsets (2003-2005)

space.color.motion (2002-2004)

space.color (1999-2003)

Half Planes (1995-1998)

Counterpoint (1993-1995)

Laserglyphs (1990-1993)

Line cluster (1989-1990)

Dimensions II (1986-1989)

Divisibility II + III (1984-1986)

Divisibility I (1980-1984)

Dimensions I (1977-1979)

Cubic limit II (1976-1977)

Cubic limit I (1973-1976)

Early algorithms (1969-1973)

Hard edge (1966-1969)

Early work (1960-1966)