Studies of Euler diagrams
| Studies of Boolean functions |
This resource shows the Euler diagrams for many Boolean functions, and aims to find a systematic way to draw them.
This is part of the documentation of a software, that is not yet published.
- criteria for good Euler diagrams
- examples (list of named Boolean functions)
- terminology used in this project
- sequences
Euler diagram, graph and formula tree
blightless (examples by clan)
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multi-bundle
blighted (reducible valency)
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A split is a generalization of a set without the notion of inside and outside. It just splits the universe in two sides.
decomposition into bundles, i.e. parts of the Euler diagram that are connected by crossing circles
labels with 3 and 4 digits
While the cells can be labeled with binary numbers, all segments (including edges and vertices) can be labeled with balanced ternary numbers.
grids
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To do
[edit | edit source]- How are Euler diagrams related to hypergraphs?
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