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Path coverings with paths

Journal of Graph Theory, 2001
The authors give two new proofs of a result by \textit{K. Heinrich}, \textit{D. Langdeau} and \textit{H. Verrall} [J. Comb. Des. 8, No. 2, 100-121 (2000; Zbl 0946.05022)] that provide necessary and sufficient conditions for the existence of a set \(S\) of 3-paths in \(K_n\) having the property the every 2-path in \(K_n\) lies in exactly one of the ...
J. W. McGee, Christopher A. Rodger
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Path specification and path coherence

Proceedings of the 9th annual conference on Computer graphics and interactive techniques, 1982
This paper presents an interactive method for specifying a path in space and time through a three-dimensional environment. A sequence is generated by showing the series of views along the path. The sequence is previewed on a vector scope, and after it is interactively refined, each frame is rendered on a raster device.
Kim L. Shelley, Donald P. Greenberg
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