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        "date_from": "1992-05-29",
        "location": "Comenius Universität Bratislava",
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        "id": "groeller-1992-frac",
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        "title": "Fractals and Solid Modeling",
        "date": "1992",
        "abstract": "Trying to combine fractal geometry and solid modeling seems to be a contradiction in itself, In this paper a\nnew type of 3D objects is presented that accomplishes this combination in a specific way. Objects with a\nfractal macro structure and a 3D solid micro structure can be specified and rendered efficiently by using context\nfree, attribute, geometric grammars. This new object type can be incorporated into the CSG-modeling\ntechnique (Constructive Solid Geometry) in two ways: a) using CSG for the specification of the micro\nstructure of the new object type, b) using these fractal like objects as a new type of primitive in the CSG\nmodel. Ray tracing is used for generating high quality images of these geometrically complex objects.",
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        "booktitle": "Proceedings of Eurographics'92",
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        "id": "gervautz-1992-cons",
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        "title": "Consistent Schemes for Adressing Surfaces when Ray Tracing transparent CSG Objects",
        "date": "1992",
        "abstract": "Constructive Solid Geometry (CSG) defines the shape of objects, i.e. the inside and the outside regions of objects,\r\nbut it does not define the materialproperties of the space in the interior of objects. The definition is ambiguous.\r\nThere are points of space lying in several primitives, which can consist of different materials. When visualizing\r\ntransparent objects this ambiguity leads to strange results, which are not consistent with the CSG modelling\r\nscheme and must therefore be eliminated. This work describes how an unambiguous model can be built by\r\nasymmetric CSG-operators and how correct refraction and shading on material boundaries can be established\r\nby separating surface properties from material properties. This separation leads to a consistent view of CSG\r\nmodelling also concerning materials and surfaces. Ray tracing CSG trees and the shading model are influenced\r\nby these asymmetric operators. We introduce an applied classification scheme to handle the requirements of the\r\nnew operator definition.",
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