A visualization of family relations inspired by the london metro map
We propose a new visualization of family relations, called family metro map, which is
inspired by the famous London Underground Map. A family is represented by a metro line,
where the parents are the end nodes and the children the intermediate nodes. We introduce
family trees as rooted binary trees and consider the problem of automatically drawing a
family metro map for a given family tree without crossing line segments, where the
successive nodes of a metro line are placed at equal distances. The inter-node distance …
inspired by the famous London Underground Map. A family is represented by a metro line,
where the parents are the end nodes and the children the intermediate nodes. We introduce
family trees as rooted binary trees and consider the problem of automatically drawing a
family metro map for a given family tree without crossing line segments, where the
successive nodes of a metro line are placed at equal distances. The inter-node distance …
A visualization of family relations inspired by the London metro map: VINCI'20: Proceedings of the 13th International Symposium on Visual Information Communication …
JHM Korst, JJ van Wijk - … , The Netherlands, 8-10 December, 2020, 2020 - research.tue.nl
We propose a new visualization of family relations, called family metro map, which is
inspired by the famous London Underground Map. A family is represented by a metro line,
where the parents are the end nodes and the children the intermediate nodes. We introduce
family trees as rooted binary trees and consider the problem of automatically drawing a
family metro map for a given family tree without crossing line segments, where the
successive nodes of a metro line are placed at equal distances. The inter-node distance …
inspired by the famous London Underground Map. A family is represented by a metro line,
where the parents are the end nodes and the children the intermediate nodes. We introduce
family trees as rooted binary trees and consider the problem of automatically drawing a
family metro map for a given family tree without crossing line segments, where the
successive nodes of a metro line are placed at equal distances. The inter-node distance …
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