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real closure

   Also found in: Wikipedia 0.01 sec.
real closure [¦rēl ′klō·zhər]
(mathematics)
A real closure of a real fieldFis a real closed field which is an algebraic extension ofF.


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This can occur at a community level, where horror committed to a group is kept in a collective psychic tomb, its reception and perpetration, passed on in silence, which of course means that there is no real closure and the wound festers inside to haunt the future.
Efrat works through Abelian groups, then advances to valuations and orderings, including the tree of localities, topologies, complete fields, canonical variations and valuations of mixed characteristics, then describes Galois theory, including Hensel's Lemma and real closures, concluding with K-Rings, including fields, orderings, valuations, wild valued fields, decomposition and realization.
The non-ending after the asteroid hits Earth sputters with no real closure.
 
 
 
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