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Beware! after this, a ./configure must be done. It might also
be a good idea to chase any phantom .vo remaining after a make clean
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Program in terms of implicit arguments to the rest of the library.
This commit only covers the case of list of implicit arguments that
have a different length in Program (e.g. inl, Vcons) but not the case of
implicit arguments which differs only in their maximality status
(e.g. pair).
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- NPeano isn't Exported by default anymore (contains pow for nat).
- in coq_micromega.ml, we specify more where to find the pow of R.
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As for power recently, we add a specification in NZ,N,Z,
derived properties, implementations for nat, N, Z, BigN, BigZ.
- For nat, this sqrt is brand new :-), cf NPeano.v
- For Z, we rework what was in Zsqrt: same algorithm,
no more refine but a pure function, based now on a sqrt
for positive, from which we derive a Nsqrt and a Zsqrt.
For the moment, the old Zsqrt.v file is kept as Zsqrt_compat.v.
It is not loaded by default by Require ZArith.
New definitions are now in Psqrt.v, Zsqrt_def.v and Nsqrt_def.v
- For BigN, BigZ, we changed the specifications to refer to Zsqrt
instead of using characteristic inequations.
On the way, many extensions, in particular BinPos (lemmas about order),
NZMulOrder (results about squares)
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Initially, I was using notation 1 := (S 0) and so on. But then, when
implementing by NArith or ZArith, some lemmas statements were filled
with Nsucc's and Zsucc's instead of 1 and 2's.
Concerning BigN, things are rather complicated: zero, one, two
aren't inlined during the functor application creating BigN.
This is deliberate, at least for the other operations like BigN.add.
And anyway, since zero, one, two are defined too early in NMake,
we don't have 0%bigN in the body of BigN.zero but something complex that
reduce to 0%bigN, same for one and two. Fortunately, apply or
rewrite of generic lemmas seem to work, even if there's BigZ.zero
on one side and 0 on the other...
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- Simplification of functor names, e.g. ZFooProp instead of ZFooPropFunct
- The axiomatisations of the different fonctions are now in {N,Z}Axioms.v
apart for Z division (three separate flavours in there own files).
Content of {N,Z}AxiomsSig is extended, old version is {N,Z}AxiomsMiniSig.
- In NAxioms, the recursion field isn't that useful, since we axiomatize
other functions and not define them (apart in the toy NDefOps.v).
We leave recursion there, but in a separate NAxiomsFullSig.
- On Z, the pow function is specified to behave as Zpower : a^(-1)=0
- In BigN/BigZ, (power:t->N->t) is now pow_N, while pow is t->t->t
These pow could be more clever (we convert 2nd arg to N and use pow_N).
Default "^" is now (pow:t->t->t). BigN/BigZ ring is adapted accordingly
- In BigN, is_even is now even, its spec is changed to use Zeven_bool.
We add an odd. In BigZ, we add even and odd.
- In ZBinary (implem of ZAxioms by ZArith), we create an efficient Zpow
to implement pow. This Zpow should replace the current linear Zpower
someday.
- In NPeano (implem of NAxioms by Arith), we create pow, even, odd functions,
and we modify the div and mod functions for them to be linear, structural,
tail-recursive.
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By the way, adds an Piter_op iterator :
Piter_op op p a is "a op a ... op a" with a occurring p times.
It could be use to define Pmult_nat and hence nat_of_P (not
fully done for maintaining compatibility).
Unlike iter_pos, Piter_op is logarithmic in p, not linear.
Note: We should adapt someday the brain-damaged Zpower to make it
use Piter_op instead of iter_pos.
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the compatibility with the rest of the theories. Used multiple lists
of implicit arguments in Init only when the maximality status is not
modified in Program (and thus the compatibility is strictly
preserved). This improves the compatibility for the implicit arguments
of eq_refl and JMeq_refl between 8.2 and 8.3 when using Program (up to
the residual differences in the maximality status). For the constants
Acc_inv, inl, inr, left, right, Vnil, Vcons, the compatibility with
8.2 is not improved but the consistency between Program and the rest
of the library is.
git-svn-id: svn+ssh://scm.gforge.inria.fr/svn/coq/trunk@13485 85f007b7-540e-0410-9357-904b9bb8a0f7
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'_a types
If there's no lambdas at the top of a constant body
and its type is functional
and this type contains type variable
and we're extracting to Ocaml
then we perform one eta-expansion to please the ML type-checker
This might slow down things, if some computations are shared
thanks to the partial application. But it seems quite unlikely to
encounter both situations (clever partial application and
non-generalizable variable) at the same time. Compcert is ok,
for instance.
As a consequence, no need for manual eta-expansion in AVL code
(and by the way MSetAVL.element wasn't a problem, it is monomorphic)
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- generic iterator [iter] factorized in the same way as [same_level]
- as a consequence, remaining operations [mul] [compare] [div_gt]
are now defined and proved in a short and nice way and moved to
NMake.v.
- lots of other simplifications / factorisations in NMake_gen.
This file is still macro-generated, but is much shorter,
and the major part of it is now invariant.
- As advised by B. Gregoire, try to (re)create clever partial
applications in code of operators, in order to avoid projecting
ZnZ fields all the time in base cases. Case 0 can still be improved,
but it's already better this way :-)
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dependent arguments. It breaks compatibility as some [apply with]
clauses are not necessary anymore. Typically when applying [f_equal],
the domain type of the function can be infered even if it does not
appear directly in the conclusion of the goal. Fixes bug #2154.
git-svn-id: svn+ssh://scm.gforge.inria.fr/svn/coq/trunk@13367 85f007b7-540e-0410-9357-904b9bb8a0f7
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to Julien for noticing it.
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requiring a file Utf8_core. That needs to be improved...
git-svn-id: svn+ssh://scm.gforge.inria.fr/svn/coq/trunk@13358 85f007b7-540e-0410-9357-904b9bb8a0f7
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Fixes bug #2047.
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- Document and fix [autounfold]
- Fix warning about default Firstorder tactic object not being defined
- Fix treatment of implicits in Program Lemma.
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Also removed trailing spaces of the file
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Contributed by Alexandre Ren, Damien Pous, and Thomas Braibant.
I've also included a MSets version, hence FSetPositive might become
soon a mere wrapper for MSetPositive, as for other FSets
implementations.
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For the moment, almost no lemmas about (reflect P b), just the proofs
that it is equivalent with an P<->b=true.
is_true b is (b=true), and is meant to be added as a coercion
if one wants it. In the StdLib, this coercion is not globally
activated, but particular files are free to use Local Coercion...
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extraction
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the size of the problem to solve. This is still more powerful than
what 8.2 provided since no hints were exported yet when Permutation
was in List.v in 8.2. Whether no hints should be exported at all, and
whether hints should be exported in a specific database or not is
unclear. At least, the contribs apparently supported the extra added
power of auto introduced in r12585 (date of the revision of the
Sorting library), so let's continue with it.
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#2281)
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Since the tactic fsetdec is doing lots of "clear" and also "subst"
on equalities, things may go wrong in case of dependencies amongst
hypothesis. For the moment, we clear all hypothesis that mention
other hypothesis of sort Prop.
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for the moment, only one hypothesis name is accepted after clear
dependent (seems to be also the case for generalize dependent).
Btw, added an alternative name "revert dependent" for "generalize
dependent", since this tactics remove hypothesis from the context.
To be documentated later...
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tree_case
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incorrect when it was introduced in 1998. Proofs about it remain to be done...
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different (eqdep) database.
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people use the undocumented "Lemma foo x : t" feature in a way
incompatible with this activation.
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