Cumincad : CUMINCAD References : Search Results

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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	Hoberman, C (2014) Deployable structures based on polyhedra having parallelogram faces , no source given, Provisional US Patent Application, p. 62/023

	Huffman, D.A. (1977) Realizible Configurations of Lines in Pictures of Polyhedra , Machine Intelligence 8, E.W. Elcock and D. Michie (eds.), Ellis Horwood, England, p. 493-509

	Hybers, P. (1997) The polyhedral world , Beyond the cube: The architecture of spaceframes and polyhedra, ed. J. F. Gabriel New York: John Wiley & Sons, Inc.

	Kalay Y. E. (1982) Determining the spatial containment of a point in general polyhedra , Computer Graphics and Image Processing, 19(4):303-334

	Kanel-Belov, A, Dyskin, A, Estrin, Y, Pasternak, E and Ivanov-Pogodaev, IA (2010) Interlocking of convex polyhedra: towards a geometric theory of fragmented solids , Moscow Mathematical Journal, 10(2), pp. 337-342

	Kurucu, A. T., & llerisoy, Z. Y. (2023) Interlocking of convex polyhedra: towards a geometric theory of fragmented solids , Periodica Polytechnica Architecture, 54(1), 1-11. https://doi.org/10.3311/PPar.19509

	Meurant, Robert C. (1988) A New Order in Space - Aspects of a Three-fold Ordering of the Fundamental Symmetries of Empirical Space, as Evidenced in the Platonic and Archimedian Polyhedra , Unpublished paper

	Nooshin, H., Disney, P. L., and Champion,O. C. (1997) Computer-Aided Processing of Polyhedric Configurations , In J. F. Gabriel (Ed.), Beyond the Cube:The Architecture of Space Frames and Polyhedra, New York, Chichester,Weinheim, Brisbane, Singapore, Toronto: John Wiley & Sons, Inc, 1997, pp. 343-384

	Nooshin, H., Disney, P.L. and Champion, O.C. (1997) Computer-aided processing of polyhedric configurations , Beyond the cube: The architecture of spaceframes and polyhedra, ed. J. F. Gabriel. New York: John Wiley & Sons, Inc.

	Olivier Baverel, and Hoshyar Nooshin (2007) Nexorades Based on Regular Polyhedra , Nexus Network Journal 9 (2): 281–98

	Pugh, Anthony (1976) Polyhedra, A Visual Approach , University of California Press

	Rosenman, MA (1999) A face vector representation for the construction of polyhedra , Environment and Planning B: Planning and Design 26: 265-280

	Srinivasan,V., E., Akleman (2004) Connected and manifold sierpinski polyhedra , Proceedings of Solid Modeling and Applications, p. 261–266

	Suter, Georg (2004) Tag representations of simple polyhedra [Technical Report] , Vienna: Vienna University of Technology

	Thibault, William C., and Bruce F. Naylor (1987) Set Operations on Polyhedra Using Binary Space Partitioning Trees , Proceedings of the 14th Annual Conference on Computer Graphics and Interactive Techniques, 153–162. New York: SIGGRAPH

	Thibault, William C., and Bruce F. Naylor (1987) Set Operations on Polyhedra Using Binary Space Partitioning Trees , Proceedings of the 14th Annual Conference on Computer Graphics and Interactive Techniques, 153–162. New York: SIGGRAPH

	Walter Whiteley, Peter F. Ash, Ethan Bolker, and Henry Crapo (2013) Convex polyhedra, Dirichlet Tessellations, and Spider Webs , Shaping Space, New York: Springer

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