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authorCyril Cohen2016-08-25 01:38:44 +0200
committerCyril Cohen2016-08-25 01:39:43 +0200
commit2d824f394e8c3148e95b3374fb9903f6032ba3e6 (patch)
tree6640dead8c6ee6147eebdc0c9e12bfa621787ced /etc/ChangeLog
parent933085b944ecef3d50de3c81444079c30c462ca9 (diff)
Enriched numClosedFieldType so that it factors a lot of theory from both complex and algC.
The definitions of 'i, conjC, Re, Im, n.-root, sqrtC and their theory have been moved to the numClosedFieldType structure in ssrnum. This covers boths the uses in algC and complex.v. To that end the numClosedFieldType structure has been enriched with conjugation and 'i. Note that 'i can be deduced from the property of algebraic closure and is only here to let the user chose which definitional equality should hold on 'i. Same thing for conjC that could be written `|x|^+2/x, the only nontrivial (up to my knowledge) property is the fact that conjugation is a ring morphism.
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+25/08/2016 - refactoring of algC and complex in ssrnum - development version
+ * ssrnum's interface numClosedFieldType factors some theory from
+ both complex and algC. Because of that Re, Im, 'i, conjC, n.-root
+ and sqrtC are not specialized to algC anymore. In case of
+ ambiguity, they should be instanciated with algC using typing
+ constraints. Moreoever some lemmas from the theory like conjCK
+ have an extra nonmaximal implicit argument (C :
+ numClosedFieldType) which could break some proofs. Additionally,
+ ad-hoc constructions from complex.v like -*+ or complex.Re are now
+ deprecated and one should rely solely on the ssrnum interface. The
+ next revision might definietly hide those constructions under a
+ module.
+
24/11/2015 - major reorganization of the archive - version 1.6
* Files split into subdirectories: ssreflect, algebra, fingroup,
solvable, field and character. In this way the user can decide