toric
1
9.9
Relating to mathematical shapes that have the symmetry of a doughnut
- adjective
- /ˈtɔrɪk/
- Specialized
:
tórico
- A toric manifold can be visualized as a space with torus-like symmetry.
Examples
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Researchers often study toric geometry to understand complex symmetries in higher dimensions.
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The mathematician presented a new proof involving toric varieties at the conference.
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The toric lens is essential.
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This is a toric shape.
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The mathematician presented a new proof involving toric varieties at the conference.
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Researchers often study toric geometry to understand complex symmetries in higher dimensions.
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A toric manifold can be visualized as a space with torus-like symmetry.
Synonyms
2
9.9
Having a doughnut shape like a ring
is about mathematical structures showing circular symmetry rather than physical shape
Surface Forms
toric positive
Morphology
Etymology
The word toric comes from the root torus, which suggests a 'donut' or ring shape. So a toric object in mathematics is one that has the same ring-like symmetry as a 'donut'.