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They were just passed along in the tactics.
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reasons, some code depends on it.
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observe non-normalized goals.
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The removed code isn't used locally and isn't exported in the signature
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This commit also introduces a module Monad to generate monadic combinators (currently, only List.map).
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Impacts MapleMode.
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The prefered style is to use continuation passing style when necessary, or simply passing the goal explicitely in the case of interpretation functions which do not evolve the current goal.
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I'm trying to avoid unecessary construction of intermediate lists. Interpretation function don't modify the goals, they just need a goal in their
context.
Some care has to be given to the evar maps, though, as we can extract an outdated evar map from a goal (this is probably an undesirable feature, but significantly simplified the compatibility API).
Also, Proofview.Goal.enter{,l} catch exceptions (and transfer the non-critical ones into errors of the tactics monad). So I had to do just that for every "enter" removed (I probably have been overprotective but it's better that way).
Not as trivial a modification as it should, but it will hopefully go over well. It was much needed anyway.
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I use a telescope to represent to goals, and let proofview.ml generate the appropriate existential variables.
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the argument list is consumed.
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solved.
This made "autorewrite using tac" fail.
Spotted in CoLoR and Demos.
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caught by ltac tacticals.
The errors were not translated into ltac errors (and at some occurence errors were raised in OCaml rather than inside the tactic monad).
Spotted in ProjectiveGeometry and Goedel.
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Noticed in CoRN
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Gives up on the focused goals. Shows an unsafe status. Unlike the admit tactic, the proof cannot be closed until the users goes back and solves these goals.
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Puts on the shelf every goals under focus on which other goals under focus
depend. Useful when we want to solve these goals by unification (as in a
first order proof search procedure, for instance).
Also meant to be able to recover approximately the semantics of the old
refine with the new implementation (use refine t; shelve_unifiable).
TODO: bug dans l'example de shelve_unifiable
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at the wrong time.
The bug was masked by the fact that Tacinterp uses many superfluous Proofview.Goal.enter, it so happens that the tactic
Proofview.Goal.enter (fun _ -> Proofview.Goal.enter fun gl -> t))
had the correct semantics!
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The shelve tactic puts all the focused goals out of sight. They can be later recalled by the Unshelve command.
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exactly_once t, will have a success if t has exactly once success.
There are a few caveats:
- The underlying effects of t may happen in an unpredictable order (hence it may be wise to use it only with "pure" tactics)
- The second success of a tactic is conditional on the exception thrown. In Ltac it doesn't show, but in the underlying code, the tactical also expects the exception you want to use to produce the second success.
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There was really no point in having it be a named_context val. The tactics are not going to access the vm cache. Only vm_compute will.
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It doesn't seem to affect performances. But the generated code is slightly cleaner.
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[once t] does just as [t] but has exactly one success it [t] has at least one success.
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As a result the use of the glist-style interface for manipulating goals has almost been removed.
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Proofview.Goal.enter is meant to eventually replace the Goal.sensitive monad.
This commit changes the type of Proofview.Goal.enter from taking a four argument function (environment, evar_map, hyps, concl) from a one argument function of abstract type Proofview.Goal.t. It will be both more extensible and more akin to old-style tactics.
This commit also changes the type of Proofview.Goal.{concl,hyps,env} from monadic operations to projection from a Proofview.Goal.t.
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Introduces a primitive Goal.enter which allows to access the common information needed by goal-specific tactics, avoids a number of monadic binds, and some unnecessary allocations of lists.
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- A variant of tclEVARS directly in the language of the monad
- A variant of tclDISPATCHGEN (tclINDEPENDENT) hopefully faster in the case there is only one tactic to copy
- A better written tclDISPATCHGEN (which may make thing actually a little slower)
- A special case in tclDISPATCHGEN and tclINDEPENDENT for the case when they are 0 or 1 goals (adaptation of a patch sent by Pierre-Marie Pédrot)
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This is just a port of the existing design. Basing the tactics on an IO monad
may allow to simplify things a bit.
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by extraction.
The goal was to use Coq's partial evaluation capabilities to do manually some
inlining that Ocaml couldn't do. It may be critical as we are defining higher
order combinators in term of others and no inlining means a lot of
unnecessary, short-lived closures built.
With this modification we get back some (but not all) of the loss of performance introduced by threading the monadic type all over the place.
I still have an estimated 15% longer compilation time for Coq.
Makes use of Set Extraction Conservative Types and Set Extraction File Comment
to maintain the relationship between the functions and their types.
Uses an intermediate layer Proofview_monad between Proofview_gen and
Proofview in order to use a hand-written mli to catch potential errors in the
generated file (it uses Extract Constant a lot).
A bug in the extraction of signatures forces to remove the generated
proofview_gen.mli which does not have the correct types.
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They were a hack to avoid looking where exceptions were raised and not
caught. Hopefully I produce a cleaner stack now, catching errors when
it is needed.
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It is highlighted in yellow in Coqide.
The unsafe status is tracked throughout the execution of tactics such that
nested calls to admit are caught.
Many function (mainly those building constr with tactics such as typeclass
related stuff, and Function, and a few other like eauto's use of Hint Extern)
drop the unsafe status. This is unfortunate, but a lot of refactoring would
be in order.
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It allowed to restore the timeout tactics. It also prepares for the debugging
mechanism to be restored.
['a IO.t] is just [unit -> 'a].
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It was a bad idea. The new API based on lists seems more sensible.
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It is used where failures can be caughts (tclORELSE, tclTRY, …) rather than
at each tclTHEN. Hopefully avoiding making things a bit less slow.
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On the compilation of Coq, we can see an increase of ~20% compile time on
my completely non-scientific tests. Hopefully this can be fixed.
There are a lot of low hanging fruits, but this is an iso-functionality commit.
With a few exceptions which were not necessary for the compilation of the theories:
- The declarative mode is not yet ported
- The timeout tactical is currently deactivated because it needs some subtle
I/O. The framework is ready to handle it, but I haven't done it yet.
- For much the same reason, the ltac debugger is unplugged. It will be more
difficult, but will eventually be back.
A few comments:
I occasionnally used a coercion from [unit Proofview.tactic] to the old
[Prooftype.tactic]. It should work smoothely, but loses any backtracking
information: the coerced tactics has at most one success.
- It is used in autorewrite (it shouldn't be a problem there). Autorewrite's
code is fairly old and tricky
- It is used in eauto, mostly for "Hint Extern". It may be an issue as time goes
as we might want to have various success in a "Hint Extern". But it would
require a heavy port of eauto.ml4
- It is used in typeclass eauto, but with a little help from Matthieu, it should
be easy to port the whole thing to the new tactic engine, actually simplifying
the code.
- It is used in fourier. I believe it to be inocuous.
- It is used in firstorder and congruence. I think it's ok. Their code is
somewhat intricate and I'm not sure they would be easy to actually port.
- It is used heavily in Function. And honestly, I have no idea whether it can do
harm or not.
Updates:
(11 June 2013) Pierre-Marie Pédrot contributed the rebase over his new stream based
architecture for Ltac matching (r16533), which avoid painfully and expensively
working around the exception-throwing control flow of the previous API.
(11 October 2013) Rebasing over recent commits (somewhere in r16721-r16730)
rendered a major bug in my implementation of Tacticals.New.tclREPEAT_MAIN
apparent. It caused Field_theory.v to loop. The bug made rewrite !lemma,
rewrite ?lemma and autorewrite incorrect (tclREPEAT_MAIN was essentially
tclREPEAT, causing rewrites to be tried in the side-conditions of conditional
rewrites as well). The new implementation makes Coq faster, but it is
pretty much impossible to tell if it is significant at all.
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state out of one we were threading all the way along. This should be
safer, as one cannot forego side effects accidentally by manipulating
explicitly the [sigma] container.
Still, this patch raised the issue of badly used evar maps. There
is an ad-hoc workaround (i.e. a hack) in Rewrite to handle the
fact it uses evar maps in an unorthodox way.
Likewise, that mean we have to revert all contrib patches that added
effect threading...
There was also a dubious use of side effects in their toplevel handling,
that duplicates them, leading to the need of a rather unsafe List.uniquize
afterwards. It should be investigaged.
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casts of ints to evars.
- 2 in Evarutil and Goal which are really needed, even though the Goal
one could (and should) be removed;
- 2 in G_xml and Detyping that are there for completeness sake, but
that might be made anomalies altogether;
- 1 in Newring which is quite dubious at best, and should be fixed.
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unsatisfactory as some functions implicitly require some ordering
on the evars, but this is already better.
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The process_transaction function adds a new edge to the Dag without
executing the transaction (when possible).
The observe id function runs the transactions necessary to reach to the
state id. Transaction being on a merged branch are not executed but
stored into a future.
The finish function calls observe on the tip of the current branch.
Imperative modifications to the environment made by some tactics are
now explicitly declared by the tactic and modeled as let-in/beta-redexes
at the root of the proof term. An example is the abstract tactic.
This is the work described in the Coq Workshop 2012 paper.
Coq is compile with thread support from now on.
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