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- Simultaneous embedding is a technique in graph drawing and information visualization for visualizing two or more different graphs on the same or overlapping sets of labeled vertices, while avoiding crossings within both graphs. Crossings between an edge of one graph and an edge of the other graph are allowed. If edges are allowed to be drawn as polylines or curves, then any planar graph may be drawn without crossing with its vertices in arbitrary positions in the plane, where the same vertex placement provides a simultaneous embedding. There are two restricted models: simultaneous geometric embedding, where each graph must be drawn planarly with line segments representing its edges rather than more complex curves, restricting the two given graphs to subclasses of the planar graphs, and simultaneous embedding with fixed edges, where curves or bends are allowed in the edges, but any edge in both graphs must be represented by the same curve in both drawings.In the unrestricted model, any two planar graphs can have a simultaneous embedding. (en)
- Одновременное вложение графов — это техника визуализации двух и более различных графов на одном и том же множестве помеченных вершин, при которой избегается пересечения рёбер в каждом из графов. Пересечения между рёбрами разных графов разрешаются, не разрешается только пересечение рёбер одного графа. (ru)
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- Одновременное вложение графов — это техника визуализации двух и более различных графов на одном и том же множестве помеченных вершин, при которой избегается пересечения рёбер в каждом из графов. Пересечения между рёбрами разных графов разрешаются, не разрешается только пересечение рёбер одного графа. (ru)
- Simultaneous embedding is a technique in graph drawing and information visualization for visualizing two or more different graphs on the same or overlapping sets of labeled vertices, while avoiding crossings within both graphs. Crossings between an edge of one graph and an edge of the other graph are allowed. If edges are allowed to be drawn as polylines or curves, then any planar graph may be drawn without crossing with its vertices in arbitrary positions in the plane, where the same vertex placement provides a simultaneous embedding. (en)
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- Simultaneous embedding (en)
- Одновременное вложение графов (ru)
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