subcell
- noun
- /ˈsʌbˌsɛl/
- Specialized
- The mathematician analyzed the properties of every subcell in the structure.
Examples
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A subcell can represent a point in a higher-dimensional space.
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Understanding how a subcell fits into the larger cell is crucial in topology.
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Each subcell contributes to the overall shape of the geometric complex.
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In topology, a subcell may define part of a manifold.
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In topology, a subcell is essential for understanding the structure of complex shapes.
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The mathematician explained that each subcell contributes to the overall properties of the higher-dimensional cell.
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By analyzing the subcell, researchers gained insights into the geometric configuration of the entire structure.
Surface Forms
Morphology
Etymology
Subcell comes from sub- meaning 'under' and cell meaning 'a small unit or room'. So a subcell is a lower-dimensional or smaller cell that sits inside the boundary or structure of a larger cell.