Paper Info
Title
The plane with parallel coordinates
Abstract
By means ofParallel Coordinates planar “graphs” of multivariate relations are obtained. Certain properties of the relationship correspond tothe geometrical properties of its graph. On the plane a point ←→ line duality with several interesting properties is induced. A new duality betweenbounded and unbounded convex sets and hstars (a generalization of hyperbolas) and between Convex Unions and Intersections is found. This motivates some efficient Convexity algorithms and other results inComputational Geometry. There is also a suprising “cusp” ←→ “inflection point” duality. The narrative ends with a preview of the corresponding results inR N .
Year
DOI
Venue
1985
10.1007/BF01898350
The Visual Computer
Keywords
Field
DocType
Convexity,Duality,Parallel coordinates,Intelligent control
Inflection point,Combinatorics,Mathematical optimization,Duality gap,Convexity,Regular polygon,Hyperbola,Parallel coordinates,Duality (optimization),Convex analysis,Mathematics
Journal
Volume
Issue
ISSN
1
2
0178-2789
Citations 
PageRank 
References 
494
72.18
2
Authors
1
Search Limit
100494
Name
Order
Citations
PageRank
Alfred Inselberg11230165.81