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separable element

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separable element [′sep·rə·bəl ′el·ə·mənt]
(mathematics)
An elementais said to be separable over a fieldFif it is algebraic overFand if the extension field ofFgenerated byais a separable extension ofF.


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This accounts for the ambiguities that have long characterized Scheibitz's two-dimensional work, in which representational and abstract elements combine in a fluid but unstable manner, just as the space that contains these separable elements can itself be either abstract or representational.
 
 
 
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