Sep 1, 2010 · We go on to further specialize these "dimensional models" into sets of finite partial functions, which are closed over a single domain, ...

Hyperorders and Transclusion: Understanding Dimensional Hypertext. James Goulding. Horizon Digital Economy Research,. University of Nottingham,. Innovation Park.

In ZigZag information is stored in cells that are arranged into lists organized along unlimited numbers of intersecting sets of associations called dimensions.

In ZigZag information is stored in cells that are arranged into lists organized along unlimited numbers of intersecting sets of associations called dimensions.

In ZigZag information is stored in cells that are arranged into lists organized along unlimited numbers of intersecting sets of associations called dimensions.

Jun 16, 2010 · It introduces hyperorders as a type of hyperstructure and describes them as dimensional hyperstructures where nodes are ordered into dimensions.

James Goulding, Tim J. Brailsford, Helen Ashman: Hyperorders and transclusion: understanding dimensional hypertext. HT 2010: 201-210. manage site settings.

In ZigZag information is stored in cells that are arranged into lists organized along unlimited numbers of intersecting sets of associations called dimensions.

Towards a user-centered and dynamic construction of dimensional hypertexts structures · Computer Science. UK Conference on Hypertext · 2011.

James Goulding, Tim J. Brailsford, Helen Ashman: Hyperorders and transclusion: understanding dimensional hypertext. SIGWEB Newsl.