FADE: A Layout Facility for Graph-Based Diagrams

J. Eikerling, W. Müller, in: Proceedings of the 17th Annual Computer Science Conference, Christchurch, New Zealand, 1994, pp. 331–342.

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Conference Paper | English
Author
Eikerling, Josef; Müller, WolfgangLibreCat
Abstract
In this paper we present a novel approach to the layout problem of dimensional graph based dia grams We introduce a framework for e ciently solving constrained layout problems encompassing geometrical and graph based algorithms especially dedicated to the generation of diagrams These concepts as well as the aesthetics for the read ability of diagrams are presented by introducing FADE FADE is a user parametrizable frame work for the generation of EXPRESS G diagrams Our present implementation is discussed consider ing extensions to other classes of graphs and layout problems Additionally competitive approaches in this domain and their limitations are critically reviewed.
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Proceedings Title
Proceedings of the 17th Annual Computer Science Conference
Page
331-342
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Eikerling J, Müller W. FADE: A Layout Facility for Graph-Based Diagrams. In: Proceedings of the 17th Annual Computer Science Conference. ; 1994:331-342.
Eikerling, J., & Müller, W. (1994). FADE: A Layout Facility for Graph-Based Diagrams. Proceedings of the 17th Annual Computer Science Conference, 331–342.
@inproceedings{Eikerling_Müller_1994, place={Christchurch, New Zealand}, title={FADE: A Layout Facility for Graph-Based Diagrams}, booktitle={Proceedings of the 17th Annual Computer Science Conference}, author={Eikerling, Josef and Müller, Wolfgang}, year={1994}, pages={331–342} }
Eikerling, Josef, and Wolfgang Müller. “FADE: A Layout Facility for Graph-Based Diagrams.” In Proceedings of the 17th Annual Computer Science Conference, 331–42. Christchurch, New Zealand, 1994.
J. Eikerling and W. Müller, “FADE: A Layout Facility for Graph-Based Diagrams,” in Proceedings of the 17th Annual Computer Science Conference, 1994, pp. 331–342.
Eikerling, Josef, and Wolfgang Müller. “FADE: A Layout Facility for Graph-Based Diagrams.” Proceedings of the 17th Annual Computer Science Conference, 1994, pp. 331–42.

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