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* nat_iter n f x -> nat_rect _ x (fun _ => f) nGravatar pboutill2012-12-21
* Rework of GenericMinMax and OrdersTac (helps extraction, cf. #2904)Gravatar letouzey2012-12-18
* Updating headers.Gravatar herbelin2012-08-08
* ZArith + other : favor the use of modern names instead of compat notationsGravatar letouzey2012-07-05
* SearchAbout and similar: add a customizable blacklistGravatar letouzey2011-08-11
* Cleanup of files related with power over Z.Gravatar letouzey2011-07-01
* Numbers: a particular case of div_uniqueGravatar letouzey2011-06-24
* Numbers: change definition of divide (compat with Znumtheory)Gravatar letouzey2011-06-24
* Some more cleanup of ZorderGravatar letouzey2011-06-23
* Some migration of results from BinInt to NumbersGravatar letouzey2011-06-20
* Some simplifications in NZDomainGravatar letouzey2011-06-20
* Annotations at functor applications:Gravatar letouzey2011-02-11
* A fine-grain control of inlining at functor application via priority levelsGravatar letouzey2011-01-31
* Numbers: simplier spec for testbitGravatar letouzey2011-01-20
* f_equiv : a clone of f_equal that handles setoid equivalencesGravatar letouzey2011-01-04
* Numbers: some improvements in proofsGravatar letouzey2011-01-03
* Cosmetic : let's take advantage of the n-ary exists notationGravatar letouzey2010-12-17
* Numbers and bitwise functions.Gravatar letouzey2010-12-06
* NZSqrt: we define sqrt_up, a square root that rounds up instead of down as sqrtGravatar letouzey2010-11-18
* NZLog: we define log2_up, a base-2 logarithm that rounds up instead of down a...Gravatar letouzey2010-11-18
* Integer division: quot and rem (trunc convention) in addition to div and modGravatar letouzey2010-11-10
* Numbers: axiomatization, properties and implementations of gcdGravatar letouzey2010-11-05
* NZSqrt : since spec is complete, no need for morphism axiom sqrt_wdGravatar letouzey2010-11-02
* NZLog : since spec is complete, no need for morphism axiom log2_wdGravatar letouzey2010-11-02
* Numbers: misc improvementsGravatar letouzey2010-11-02
* Numbers : log2. Abstraction, properties and implementations.Gravatar letouzey2010-11-02
* Numbers: specs about sqrt and pow of neg numbers, even in NZGravatar letouzey2010-11-02
* Numbers: NZPowProp as a Module Type, some module variable renamingGravatar letouzey2010-11-02
* Add sqrt in NumbersGravatar letouzey2010-10-19
* Numbers : also axiomatize constants 1 and 2.Gravatar letouzey2010-10-14
* Numbers: new functions pow, even, odd + many reorganisationsGravatar letouzey2010-10-14
* Updated all headers for 8.3 and trunkGravatar herbelin2010-07-24
* Reverted 13293 commited mistakenly. Sorry for the noise.Gravatar herbelin2010-07-18
* Tentative de suppression de l'import automatique des hints et coercions.Gravatar herbelin2010-07-18
* Made option "Automatic Introduction" active by default before too manyGravatar herbelin2010-06-08
* Remove the svn-specific $Id$ annotationsGravatar letouzey2010-04-29
* Division in numbers: kills some Include to avoid bad alias Zsucc = ZDiv.Z.Z'.SGravatar letouzey2010-01-29
* BigN, BigZ, BigQ: presentation via unique module with both ops and propsGravatar letouzey2010-01-17
* Simplification of OrdersTac thanks to the functor application ! with no inlineGravatar letouzey2010-01-17
* Avoid some more re-declarations of Equivalence instancesGravatar letouzey2010-01-14
* Numbers: BigN and BigZ get instantiations of all properties about div and modGravatar letouzey2010-01-08
* NZAxioms plus a compare allows to build an OrderedTypeGravatar letouzey2010-01-08
* Nicer names: DecidableType2* --> Equalities*, OrderedType2* --> Orders*Gravatar letouzey2010-01-07
* Include can accept both Module and Module TypeGravatar letouzey2010-01-07
* Numbers: separation of funs, notations, axioms. Notations via module, without...Gravatar letouzey2010-01-07
* "by" becomes officially a reserved keyword of Coq (fixes "rewrite ... at ... ...Gravatar letouzey2010-01-06
* Numbers abstract layer: more Module Type, used especially for divisions.Gravatar letouzey2010-01-05
* Avoid declaring hints about refl/sym/trans of eq in DecidableType2Gravatar letouzey2010-01-05
* Division in Numbers: proofs with less auto (less sensitive to hints, in parti...Gravatar letouzey2010-01-05
* Division in Numbers: factorisation of signaturesGravatar letouzey2010-01-05