Module `Micromega_plugin.Coq_micromega`Source

Sourceval xlra_Q : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xlra_R : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xlia : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xnra_Q : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xnra_R : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xnia : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xsos_Q : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xsos_R : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xsos_Z : unit Proofview.tactic -> unit Proofview.tactic

Sourceval xpsatz_Q : int -> unit Proofview.tactic -> unit Proofview.tactic

Sourceval xpsatz_R : int -> unit Proofview.tactic -> unit Proofview.tactic

Sourceval xpsatz_Z : int -> unit Proofview.tactic -> unit Proofview.tactic

Sourceval print_lia_profile : unit -> unit

Use Micromega independently from micromega parser.

Sourceval wlra_Q : Names.Id.t -> EConstr.t -> unit Proofview.tactic

wlra_Q id ff takes a formula ff : BFormula (Formula Q) isProp generates a witness and poses it as id : seq (Psatz Q)

Sourceval wlia : Names.Id.t -> EConstr.t -> unit Proofview.tactic

wlia id ff takes a formula ff : BFormula (Formula Z) isProp generates a witness and poses it as id : seq ZMicromega.ZArithProof

Sourceval wnra_Q : Names.Id.t -> EConstr.t -> unit Proofview.tactic

wnra_Q id ff takes a formula ff : BFormula (Formula Q) isProp generates a witness and poses it as id : seq (Psatz Q)

Sourceval wnia : Names.Id.t -> EConstr.t -> unit Proofview.tactic

wnia id ff takes a formula ff : BFormula (Formula Z) isProp generates a witness and poses it as id : seq ZMicromega.ZArithProof

Sourceval wsos_Q : Names.Id.t -> EConstr.t -> unit Proofview.tactic

wsos_Q id ff takes a formula ff : BFormula (Formula Q) isProp generates a witness and poses it as id : seq (Psatz Q)

Sourceval wsos_Z : Names.Id.t -> EConstr.t -> unit Proofview.tactic

wsos_Z id ff takes a formula ff : BFormula (Formula Z) isProp generates a witness and poses it as id : seq ZMicromega.ZArithProof

Sourceval wpsatz_Q : int -> Names.Id.t -> EConstr.t -> unit Proofview.tactic

wpsatz_Q n id ff takes a formula ff : BFormula (Formula Q) isProp generates a witness and poses it as id : seq (Psatz Q)

Sourceval wpsatz_Z : int -> Names.Id.t -> EConstr.t -> unit Proofview.tactic

wpsatz_Z n id ff takes a formula ff : BFormula (Formula Z) isProp generates a witness and poses it as id : seq ZMicromega.ZArithProof

Use Micromega independently from tactics.

Sourceval dump_proof_term : Micromega.zArithProof -> EConstr.t

dump_proof_term generates the Coq representation of a Micromega proof witness

Install

Dune Dependency

Authors

Maintainers

Sources

doc/micromega_plugin/Micromega_plugin/Coq_micromega/index.html

Module `Micromega_plugin.Coq_micromega`Source

Use Micromega independently from micromega parser.

Use Micromega independently from tactics.

package coq

Install

Dune Dependency

Authors

Maintainers

Sources

doc/micromega_plugin/Micromega_plugin/Coq_micromega/index.html

Module Micromega_plugin.Coq_micromegaSource

Use Micromega independently from micromega parser.

Use Micromega independently from tactics.

Module `Micromega_plugin.Coq_micromega`Source