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fix library name and repo (#11)
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Diff for: Bool.lp

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/* Library on booleans. */
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3-
require open Blanqui.Lib.Set Blanqui.Lib.Prop Blanqui.Lib.FOL Blanqui.Lib.Eq;
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require open Stdlib.Set Stdlib.Prop Stdlib.FOL Stdlib.Eq;
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inductive 𝔹 : TYPE ≔ // `dB or \BbbB
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| true : 𝔹

Diff for: Comp.lp

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By Quentin Garchery (May 2021). */
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5-
require open Blanqui.Lib.Set Blanqui.Lib.Prop Blanqui.Lib.FOL Blanqui.Lib.Eq
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Blanqui.Lib.Bool;
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require open Stdlib.Set Stdlib.Prop Stdlib.FOL Stdlib.Eq
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Stdlib.Bool;
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inductive Comp : TYPE
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| Eq : Comp

Diff for: Eq.lp

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// polymorphic Leibniz equality
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3-
require open Blanqui.Lib.Set Blanqui.Lib.Prop;
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require open Stdlib.Set Stdlib.Prop;
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constant symbol = [a] : τ a → τ aProp;
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Diff for: FOL.lp

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// (multi-sorted) First-order logic
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require open Blanqui.Lib.Set Blanqui.Lib.Prop;
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require open Stdlib.Set Stdlib.Prop;
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// Universal quantification
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Diff for: List.lp

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An example of use can be found in fingraph theorem orbitPcycle.
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*/
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require open Blanqui.Lib.Set Blanqui.Lib.Prop Blanqui.Lib.FOL Blanqui.Lib.Eq
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Blanqui.Lib.Nat Blanqui.Lib.Bool;
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require open Stdlib.Set Stdlib.Prop Stdlib.FOL Stdlib.Eq
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Stdlib.Nat Stdlib.Bool;
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(a:Set) inductive 𝕃:TYPE
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| □ : 𝕃 a // \Box

Diff for: Nat.lp

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@@ -88,8 +88,8 @@ expnMn : (m1 * m2) ^ n = ... The operands of other operators are selected
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using the l/r suffixes.
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*/
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require open Blanqui.Lib.Set Blanqui.Lib.Prop Blanqui.Lib.FOL Blanqui.Lib.Eq
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Blanqui.Lib.Bool;
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require open Stdlib.Set Stdlib.Prop Stdlib.FOL Stdlib.Eq
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Stdlib.Bool;
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inductive ℕ : TYPE
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| 0 : ℕ

Diff for: Pos.lp

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by Quentin Garchery (May 2021). */
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5-
require open Blanqui.Lib.Set Blanqui.Lib.Prop Blanqui.Lib.FOL Blanqui.Lib.Eq
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Blanqui.Lib.Nat Blanqui.Lib.Bool Blanqui.Lib.Comp;
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require open Stdlib.Set Stdlib.Prop Stdlib.FOL Stdlib.Eq
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Stdlib.Nat Stdlib.Bool Stdlib.Comp;
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inductive ℙ : TYPE
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| I : ℙ → ℙ

Diff for: Z.lp

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by Quentin Garchery (May 2021). */
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5-
require open Blanqui.Lib.Set Blanqui.Lib.Prop Blanqui.Lib.FOL Blanqui.Lib.Eq
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Blanqui.Lib.Pos Blanqui.Lib.Bool;
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require open Stdlib.Set Stdlib.Prop Stdlib.FOL Stdlib.Eq
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Stdlib.Pos Stdlib.Bool;
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inductive ℤ : TYPE ≔ // \BbbZ
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| Z0 : ℤ
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// Comparison of integers
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require open Blanqui.Lib.Comp;
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require open Stdlib.Comp;
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symbol ≐ : ℤ → ℤ → Comp; notationinfix 12; // \doteq
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Diff for: blanqui-lib.opam

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This file was deleted.

Diff for: lambdapi-stdlib.opam

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opam-version: "2.0"
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synopsis: "Lambdapi library on natural numbers, integers and polymorphic lists"
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description: """
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This package provides a Lambdapi library on natural numbers,
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integers and polymorphic lists (in intuitionistic first-order logic).
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It provides the following modules:
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- Stdlib.Set: type of set codes
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- Stdlib.Prop: propositional logic
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- Stdlib.Eq: Leibniz equality
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- Stdlib.FOL: first-order logic
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- Stdlib.Bool: booleans
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- Stdlib.Nat: natural numbers
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- Stdlib.List: polymorphic lists
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- Stdlib.Comp: comparison result data type
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- Stdlib.Pos: binary positive numbers
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- Stdlib.Z: integers
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"""
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maintainer: ["[email protected]"]
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authors: ["Frédéric Blanqui" "Quentin Buzet" "Quentin Garchery"]
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license: "CECILL-2.1"
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homepage: "https://github.com/Deducteam/lambdapi-stdlib"
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bug-reports: "https://github.com/Deducteam/lambdapi-stdlib/issues"
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dev-repo: "git+https://github.com/Deducteam/lambdapi-stdlib.git"
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install: [ make "install" ]
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uninstall: [ make "uninstall" ]
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depends: [
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"lambdapi" {>= "2.3.0"}
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]

Diff for: lambdapi.pkg

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package_name = blanqui-lib
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root_path = Blanqui.Lib
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package_name = stdlib
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root_path = Stdlib

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