planarity
- noun
- /pləˈnɛrɪti/
- Specialized
- In graph theory, the study of planarity is essential for determining whether a structure can be drawn without edge crossings.
Examples
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Even without planar it's polynomial don't need planarity for that algorithm for testing for K fourness.
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As the comparison demonstrates, the optimization of the actual variable trajectory has led to a shallower CVA, which also deviates from planarity, though only slightly.
Academic text (2001) -
And that's given us much greater levels of planarity, near perfect planarity at A at a very, very low cost.
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The artist's drawing maintained planarity, ensuring that all lines were flat and did not overlap.
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For the model to be accurate, it must exhibit planarity, allowing it to fit perfectly on the design surface.
Surface Forms
Morphology
Etymology
Planarity comes from the Latin root planus, meaning 'flat', and the English word plane for a flat surface, with the ending -ity meaning 'state'. So planarity is the state of being flat, which helps you remember it means a graph can be drawn on a flat surface without its edges crossing.