CumInCAD is a Cumulative Index about publications in Computer Aided Architectural Design
supported by the sibling associations ACADIA, CAADRIA, eCAADe, SIGraDi, ASCAAD and CAAD futures

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1. Ayala, D., P. Brunet and Juan (et al) (1985) Object Representation by Means of Nominimal Division Quadtrees and Octrees

ACM Transactions on Graphics. January, 1985. vol. 4: pp. 41-59 : ill. includes bibliography
2. Veenstra, Jack and Ahuja, Narendra (1988) Line Drawings of Octree- Represented Objects

ACM Transactions on Graphics˛ January, 1988. vol. 7: pp. 61-75 : ill. includes bibliography.
3. Woodwark, J.R. (1989) Splitting Set-Theoretic Solid Models into Connected Components

10 p. : ill. Winchester: IBM UK Scientific Center, IBM United Kingdom Laboratories Limited, June, 1989. IBM UKSC 210. includes bibliography In general, there is no way to tell how many pieces (connected components) a set-theoretic (CSG) solid model represents, except via conversion to a boundary model. Recent work on the elimination of redundant primitives has been linked with techniques for identifying connected components in quad-trees and oct-trees into a strategy to attack this problem. Some success has been achieved, and an experimental Prolog program, working in two dimensions, that finds connected components and determines the set-theoretic representation of each component, is reported, and further developments proposed. CSG / quadtree / octree / primitives / algorithms. 43. Woodwark, J. R. and Quinlan K. M. 'Reducing the Effect of Complexity on Volume Model Evaluation.' Computer Aided Design. April, 1982. pp. 89-95 : ill. includes bibliography.

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