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turnstile/fomega2-tests passing

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This commit is contained in:
Stephen Chang 2017-02-03 11:06:42 -05:00
parent 6e90aeaf18
commit 33c09db4d4
13 changed files with 433 additions and 119 deletions
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2
macrotypes/examples/fomega.rkt
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@ -17,7 +17,7 @@
(type-out ★ ⇒ ∀★ ∀)
Λ inst tyλ tyapp)
(define-syntax-category :: kind :::)
(define-syntax-category :: kind)
; want #%type to be equiv to★
; => edit current-kind? so existing #%type annotations (with no #%kind tag)

4
macrotypes/examples/fomega2.rkt
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@ -20,7 +20,7 @@
λ #%app Λ inst
(for-syntax current-kind-eval kindcheck?))
(define-syntax-category :: kind :::)
(define-syntax-category :: kind)
;; modify predicates to recognize → (function type) as both type and kind
(begin-for-syntax
@ -40,7 +40,7 @@
(define-syntax define-type-alias
(syntax-parser
[(_ alias:id τ)
#:with (τ- k_τ) (infer+erase #'τ)
#:with (τ- _) (infer+erase #'τ #:tag '::)
#'(define-syntax alias
(syntax-parser [x:id #'τ-][(_ . rst) #'(τ- . rst)]))]))

34
macrotypes/examples/fomega3.rkt Normal file
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@ -0,0 +1,34 @@
#lang s-exp macrotypes/typecheck
(extends "fomega.rkt" #:except tyapp tyλ)
;; NOTE 2017-02-03: currently not working
; same as fomega2.rkt --- λ and #%app works as both regular and type versions,
; → is both type and kind --- but reuses parts of fomega.rkt,
; ie removes the duplication in fomega2.rkt
;; System F_omega
;; Type relation:
;; - redefine current-kind? and current-type so #%app and λ
;; work for both terms and types
;; Types:
;; - types from fomega.rkt
;; - String from stlc+reco+var
;; Terms:
;; - extend ∀ Λ inst from fomega.rkt
;; - #%datum from stlc+reco+var
;; types and kinds are now mixed, due to #%app and λ
(begin-for-syntax
(define old-kind? (current-kind?))
(current-kind? (λ (k) (or (#%type? k) (old-kind? k) (#%type? (typeof k)))))
;; Try to keep "type?" backward compatible with its uses so far,
;; eg in the definition of λ or previous type constuctors.
;; (However, this is not completely possible, eg define-type-alias)
;; So now "type?" no longer validates types, rather it's a subset.
;; But we no longer need type? to validate types, instead we can use
;; (kind? (typeof t))
(current-type? (λ (t) (or (type? t)
(let ([k (typeof t)])
(or (★? k) (∀★? k)))
((current-kind?) t)))))

2
macrotypes/examples/tests/fomega2-tests.rkt
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@ -1,6 +1,6 @@
#lang s-exp "../fomega2.rkt"
(require "rackunit-typechecking.rkt")
(require "rackunit-typechecking-fomega2.rkt")
(require "rackunit-kindchecking.rkt")
(check-kind Int :: ★)
(check-kind String :: ★)

200
macrotypes/examples/tests/fomega3-tests.rkt Normal file
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@ -0,0 +1,200 @@
#lang s-exp "../fomega3.rkt"
(require "rackunit-typechecking.rkt")
(check-type Int : ★)
(check-type String : ★)
(typecheck-fail →)
(check-type (→ Int Int) : ★)
(typecheck-fail (→ →))
(typecheck-fail (→ 1))
(check-type 1 : Int)
;(check-type (∀ ([t : ★]) (→ t t)) : ★)
(check-type (∀ ([t : ★]) (→ t t)) : (∀★ ★))
(check-type (→ (∀ ([t : ★]) (→ t t)) (→ Int Int)) : ★)
(check-type (Λ ([X : ★]) (λ ([x : X]) x)) : (∀ ([X : ★]) (→ X X)))
(check-type ((λ ([x : (∀ ([X : ★]) (→ X X))]) x) (Λ ([X : ★]) (λ ([x : X]) x)))
: (∀ ([X : ★]) (→ X X)))
(typecheck-fail ((λ ([x : (∀ ([X : ★]) (→ X X))]) x) (Λ ([X : (→ ★ ★)]) (λ ([x : X]) x))))
(check-type (λ ([t : ★]) t) : (→ ★ ★))
(check-type (λ ([t : ★] [s : ★]) t) : (→ ★ ★ ★))
(check-type (λ ([t : ★]) (λ ([s : ★]) t)) : (→ ★ (→ ★ ★)))
(check-type (λ ([t : (→ ★ ★)]) t) : (→ (→ ★ ★) (→ ★ ★)))
(check-type (λ ([t : (→ ★ ★ ★)]) t) : (→ (→ ★ ★ ★) (→ ★ ★ ★)))
(check-type (λ ([arg : ★] [res : ★]) (→ arg res)) : (→ ★ ★ ★))
(check-type ((λ ([t : ★]) t) Int) : ★)
(check-type (λ ([x : ((λ ([t : ★]) t) Int)]) x) : (→ Int Int))
(check-type ((λ ([x : ((λ ([t : ★]) t) Int)]) x) 1) : Int ⇒ 1)
(check-type ((λ ([x : ((λ ([t : ★]) t) Int)]) (+ x 1)) 1) : Int ⇒ 2)
(check-type ((λ ([x : ((λ ([t : ★]) t) Int)]) (+ 1 x)) 1) : Int ⇒ 2)
(typecheck-fail ((λ ([x : ((λ ([t : ★]) t) Int)]) (+ 1 x)) "a-string"))
;; partial-apply →
(check-type ((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int)
: (→ ★ ★))
; f's type must have kind ★
(typecheck-fail (λ ([f : ((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int)]) f))
(check-type (Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f)) :
(∀ ([tyf : (→ ★ ★)]) (→ (tyf String) (tyf String))))
(check-type (inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int))
: (→ (→ Int String) (→ Int String)))
(typecheck-fail
(inst (Λ ([X : ★]) (λ ([x : X]) x)) 1))
;#:with-msg "not a valid type: 1")
;; applied f too early
(typecheck-fail (inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) (f 1)))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int)))
(check-type ((inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int))
(λ ([x : Int]) "int")) : (→ Int String))
(check-type (((inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int))
(λ ([x : Int]) "int")) 1) : String ⇒ "int")
;; tapl examples, p441
(typecheck-fail
(define-type-alias tmp 1))
;#:with-msg "not a valid type: 1")
(define-type-alias Id (λ ([X : ★]) X))
(check-type (λ ([f : (→ Int String)]) 1) : (→ (→ Int String) Int))
(check-type (λ ([f : (→ Int String)]) 1) : (→ (→ Int (Id String)) Int))
(check-type (λ ([f : (→ Int (Id String))]) 1) : (→ (→ Int String) Int))
(check-type (λ ([f : (→ Int (Id String))]) 1) : (→ (→ Int (Id String)) Int))
(check-type (λ ([f : (→ Int String)]) 1) : (→ (→ (Id Int) (Id String)) Int))
(check-type (λ ([f : (→ Int String)]) 1) : (→ (→ (Id Int) String) Int))
(check-type (λ ([f : (Id (→ Int String))]) 1) : (→ (→ Int String) Int))
(check-type (λ ([f : (→ Int String)]) 1) : (→ (Id (→ Int String)) Int))
(check-type (λ ([f : (Id (→ Int String))]) 1) : (→ (Id (→ Int String)) Int))
(check-type (λ ([f : (Id (→ Int String))]) 1) : (→ (Id (Id (→ Int String))) Int))
;; tapl examples, p451
(define-type-alias Pair (λ ([A : ★] [B : ★]) (∀ ([X : ★]) (→ (→ A B X) X))))
;(check-type Pair : (→ ★ ★ ★))
(check-type Pair : (→ ★ ★ (∀★ ★)))
(check-type (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) x)) : (∀ ([X : ★][Y : ★]) (→ X Y X)))
; parametric pair constructor
(check-type
(Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
: (∀ ([X : ★][Y : ★]) (→ X Y (Pair X Y))))
; concrete Pair Int String constructor
(check-type
(inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String)
: (→ Int String (Pair Int String)))
; Pair Int String value
(check-type
((inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String) 1 "1")
: (Pair Int String))
; fst: parametric
(check-type
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
: (∀ ([X : ★][Y : ★]) (→ (Pair X Y) X)))
; fst: concrete Pair Int String accessor
(check-type
(inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
Int String)
: (→ (Pair Int String) Int))
; apply fst
(check-type
((inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
Int String)
((inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String) 1 "1"))
: Int ⇒ 1)
; snd
(check-type
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
: (∀ ([X : ★][Y : ★]) (→ (Pair X Y) Y)))
(check-type
(inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
Int String)
: (→ (Pair Int String) String))
(check-type
((inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
Int String)
((inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String) 1 "1"))
: String ⇒ "1")
;;; sysf tests wont work, unless augmented with kinds
(check-type (Λ ([X : ★]) (λ ([x : X]) x)) : (∀ ([X : ★]) (→ X X)))
(check-type (Λ ([X : ★]) (λ ([t : X] [f : X]) t)) : (∀ ([X : ★]) (→ X X X))) ; true
(check-type (Λ ([X : ★]) (λ ([t : X] [f : X]) f)) : (∀ ([X : ★]) (→ X X X))) ; false
(check-type (Λ ([X : ★]) (λ ([t : X] [f : X]) f)) : (∀ ([Y : ★]) (→ Y Y Y))) ; false, alpha equiv
(check-type (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t1 : ★]) (∀ ([t2 : ★]) (→ t1 (→ t2 t2)))))
(check-type (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t3 : ★]) (∀ ([t4 : ★]) (→ t3 (→ t4 t4)))))
(check-not-type (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t4 : ★]) (∀ ([t3 : ★]) (→ t3 (→ t4 t4)))))
(check-type (inst (Λ ([t : ★]) (λ ([x : t]) x)) Int) : (→ Int Int))
(check-type (inst (Λ ([t : ★]) 1) (→ Int Int)) : Int)
; first inst should be discarded
(check-type (inst (inst (Λ ([t : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) (→ Int Int)) Int) : (→ Int Int))
; second inst is discarded
(check-type (inst (inst (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) x))) Int) (→ Int Int)) : (→ Int Int))
;; polymorphic arguments
(check-type (Λ ([t : ★]) (λ ([x : t]) x)) : (∀ ([t : ★]) (→ t t)))
(check-type (Λ ([t : ★]) (λ ([x : t]) x)) : (∀ ([s : ★]) (→ s s)))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([s : ★]) (∀ ([t : ★]) (→ t t))))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([r : ★]) (∀ ([t : ★]) (→ t t))))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([r : ★]) (∀ ([s : ★]) (→ s s))))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([r : ★]) (∀ ([u : ★]) (→ u u))))
(check-type (λ ([x : (∀ ([t : ★]) (→ t t))]) x) : (→ (∀ ([s : ★]) (→ s s)) (∀ ([u : ★]) (→ u u))))
(typecheck-fail ((λ ([x : (∀ (t) (→ t t))]) x) (λ ([x : Int]) x)))
(typecheck-fail ((λ ([x : (∀ (t) (→ t t))]) x) 1))
(check-type ((λ ([x : (∀ ([t : ★]) (→ t t))]) x) (Λ ([s : ★]) (λ ([y : s]) y))) : (∀ ([u : ★]) (→ u u)))
(check-type
(inst ((λ ([x : (∀ ([t : ★]) (→ t t))]) x) (Λ ([s : ★]) (λ ([y : s]) y))) Int) : (→ Int Int))
(check-type
((inst ((λ ([x : (∀ ([t : ★]) (→ t t))]) x) (Λ ([s : ★]) (λ ([y : s]) y))) Int) 10)
: Int ⇒ 10)
(check-type (λ ([x : (∀ ([t : ★]) (→ t t))]) (inst x Int)) : (→ (∀ ([t : ★]) (→ t t)) (→ Int Int)))
(check-type (λ ([x : (∀ ([t : ★]) (→ t t))]) ((inst x Int) 10)) : (→ (∀ ([t : ★]) (→ t t)) Int))
(check-type ((λ ([x : (∀ ([t : ★]) (→ t t))]) ((inst x Int) 10))
(Λ ([s : ★]) (λ ([y : s]) y)))
: Int ⇒ 10)
;; previous tests -------------------------------------------------------------
(check-type 1 : Int)
(check-not-type 1 : (→ Int Int))
;(typecheck-fail #f) ; unsupported literal
(check-type (λ ([x : Int] [y : Int]) x) : (→ Int Int Int))
(check-not-type (λ ([x : Int]) x) : Int)
(check-type (λ ([x : Int]) x) : (→ Int Int))
(check-type (λ ([f : (→ Int Int)]) 1) : (→ (→ Int Int) Int))
(check-type ((λ ([x : Int]) x) 1) : Int ⇒ 1)
(typecheck-fail ((λ ([x : Bool]) x) 1)) ; Bool is not valid type
(typecheck-fail (λ ([x : Bool]) x)) ; Bool is not valid type
(typecheck-fail (λ ([f : Int]) (f 1 2))) ; applying f with non-fn type
(check-type (λ ([f : (→ Int Int Int)] [x : Int] [y : Int]) (f x y))
: (→ (→ Int Int Int) Int Int Int))
(check-type ((λ ([f : (→ Int Int Int)] [x : Int] [y : Int]) (f x y)) + 1 2) : Int ⇒ 3)
(typecheck-fail (+ 1 (λ ([x : Int]) x))) ; adding non-Int
(typecheck-fail (λ ([x : (→ Int Int)]) (+ x x))) ; x should be Int
(typecheck-fail ((λ ([x : Int] [y : Int]) y) 1)) ; wrong number of args
(check-type ((λ ([x : Int]) (+ x x)) 10) : Int ⇒ 20)

0
macrotypes/examples/tests/rackunit-typechecking-fomega2.rkt → macrotypes/examples/tests/rackunit-kindchecking.rkt
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4
macrotypes/info.rkt
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@ -1,13 +1,15 @@
#lang info
(define compile-omit-paths
'("examples/tests"))
'("examples/fomega3.rkt"
"examples/tests"))
(define test-include-paths
'("examples/tests/mlish")) ; to include .mlish files
(define test-omit-paths
'("examples/tests/mlish/sweet-map.rkt" ; needs sweet-exp
"examples/tests/fomega3-tests.rkt"
"examples/tests/mlish/bg/README.md"))
(define test-timeouts

5
macrotypes/typecheck.rkt
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@ -211,7 +211,10 @@
;; If Val is a non-empty list, return first element, otherwise return Val.
;; e.g., Stx = expression, Tag = ':, Val = Type stx
(define (detach stx tag)
(get-stx-prop/car stx tag)))
; (or
(get-stx-prop/car stx tag)
; (error 'detach "~a has no ~a prop" (stx->datum stx) tag))
))
;; ----------------------------------------------------------------------------
;; define-syntax-category ------------------------------------------------------

91
turnstile/examples/fomega2.rkt
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@ -1,5 +1,5 @@
#lang turnstile/lang
(extends "sysf.rkt" #:except #%datum ∀ ~∀ ∀? Λ inst)
(extends "sysf.rkt" #:except #%datum ∀ ~∀ ∀? Λ inst λ #%app →)
(reuse String #%datum #:from "stlc+reco+var.rkt")
; same as fomega.rkt except here λ and #%app works as both type and terms
@ -17,31 +17,42 @@
(provide define-type-alias
★ ∀★ ∀
Λ inst)
λ #%app → Λ inst
(for-syntax current-kind-eval kindcheck?))
(define-syntax-category kind)
(define-syntax-category :: kind)
(begin-for-syntax
(current-kind? (λ (k) (or (#%type? k) (kind? k) (#%type? (typeof k)))))
(define old-kind? (current-kind?))
(current-kind? (λ (k) (or (#%type? k) (old-kind? k))))
;; Try to keep "type?" backward compatible with its uses so far,
;; eg in the definition of λ or previous type constuctors.
;; (However, this is not completely possible, eg define-type-alias)
;; So now "type?" no longer validates types, rather it's a subset.
;; But we no longer need type? to validate types, instead we can use
;; (kind? (typeof t))
(current-type? (λ (t) (or (type? t)
(let ([k (typeof t)])
(or (★? k) (∀★? k)))
((current-kind?) t)))))
(current-type? (λ (t) (define k (kindof t))
(and k ((current-kind?) k) (not (→? k)))))
;; o.w., a valid type is one with any valid kind
(current-any-type? (λ (t) (define k (kindof t))
(and k ((current-kind?) k)))))
; must override
(define-syntax define-type-alias
(syntax-parser
[(_ alias:id τ)
#:with (τ- k_τ) (infer+erase #'τ)
#:with (τ- _) (infer+erase #'τ #:tag '::)
#'(define-syntax alias
(syntax-parser [x:id #'τ-][(_ . rst) #'(τ- . rst)]))]))
;; extend → to serve as both type and kind
(define-syntax (→ stx)
(syntax-parse stx
[(_ k:kind ...) ; kind
(add-orig (mk-kind #'(sysf:→- k.norm ...)) stx)]
[(_ . tys) #'(sysf:→ . tys)])) ; type
(define-base-kind ★)
(define-kind-constructor ∀★ #:arity >= 0)
(define-binding-type ∀ #:arr ∀★)
@ -73,28 +84,62 @@
(define old-type=? (current-type=?))
(define (type=? t1 t2)
(or (and (★? t1) (#%type? t2))
(and (#%type? t1) (★? t2))
(and (syntax-parse (list t1 t2) #:datum-literals (:)
[((~∀ ([tv1 : k1]) tbody1)
(~∀ ([tv2 : k2]) tbody2))
((current-type=?) #'k1 #'k2)]
[_ #t])
(old-type=? t1 t2))))
(syntax-parse (list t1 t2) #:datum-literals (:)
;; TODO: compare tbody1 and tbody2
[((~∀ ([tv1 : k1]) tbody1)
(~∀ ([tv2 : k2]) tbody2))
((current-kind=?) #'k1 #'k2)]
[_ (old-type=? t1 t2)]))
(current-type=? type=?)
(current=? type=?)
(current-typecheck-relation type=?)
(current-check-relation type=?))
(current-check-relation type=?)
(define old-kind=? (current-kind=?))
(define (new-kind=? k1 k2)
(or (and (★? k1) (#%type? k2)) ; enables use of existing type defs
(and (#%type? k1) (★? k2))
(old-kind=? k1 k2)))
(current-kind=? new-kind=?)
(current-kindcheck-relation new-kind=?))
(define-typed-syntax (Λ bvs:kind-ctx e) ≫
[[bvs.x ≫ tv- : bvs.kind] ... ⊢ e ≫ e- ⇒ τ_e]
[[bvs.x ≫ tv- :: bvs.kind] ... ⊢ e ≫ e- ⇒ τ_e]
--------
[⊢ e- ⇒ (∀ ([tv- : bvs.kind] ...) τ_e)])
[⊢ e- ⇒ (∀ ([tv- :: bvs.kind] ...) τ_e)])
(define-typed-syntax (inst e τ ...) ≫
[⊢ e ≫ e- ⇒ (~∀ (tv ...) τ_body) (⇒ : (~∀★ k ...))]
[⊢ τ ≫ τ- ⇐ k] ...
(define-typed-syntax (inst e τ:any-type ...) ≫
[⊢ e ≫ e- ⇒ (~∀ (tv ...) τ_body) (⇒ :: (~∀★ k ...))]
#:do[(define old-check (current-check-relation))
(current-check-relation new-kind=?)]
[⊢ τ ≫ τ- ⇐ :: k] ...
#:do[(current-check-relation old-check)]
#:with τ-inst (substs #'(τ- ...) #'(tv ...) #'τ_body)
--------
[⊢ e- ⇒ τ-inst])
;; extend λ to also work as a type
;; must be define-typed-syntax because of default case
;; so use explicit tag in first case
(define-typed-syntax λ
[(_ bvs:kind-ctx τ) ≫ ; type
[[bvs.x ≫ X- :: bvs.kind] ... ⊢ τ ≫ τ- ⇒ :: k_res]
------------
[⊢ (λ- (X- ...) τ-) ⇒ :: (→ bvs.kind ... k_res)]]
[(_ . rst) ≫
--- [≻ (sysf:λ . rst)]]) ; term
;; extend #%app to also work as a type
(define-typed-syntax #%app
[(_ τ_fn τ_arg ...) ≫ ; type
[⊢ τ_fn ≫ τ_fn- ⇒ :: (~→ k_in ... k_out)]
#:fail-unless (stx-length=? #'[k_in ...] #'[τ_arg ...])
(num-args-fail-msg #'τ_fn #'[k_in ...] #'[τ_arg ...])
#:do[(define old-check (current-check-relation))
(current-check-relation new-kind=?)]
[⊢ τ_arg ≫ τ_arg- ⇐ :: k_in] ...
#:do[(current-check-relation old-check)]
-------------
[⊢ (#%app- τ_fn- τ_arg- ...) ⇒ :: k_out]]
[(_ . rst) ≫
--- [≻ (sysf:#%app . rst)]]) ; term

174
turnstile/examples/tests/fomega2-tests.rkt
View File

@ -1,74 +1,76 @@
#lang s-exp "../fomega2.rkt"
(require "rackunit-typechecking.rkt")
(require "rackunit-kindchecking.rkt")
(check-type Int : ★)
(check-type String : ★)
(check-kind Int :: ★)
(check-kind String :: ★)
(typecheck-fail →)
(check-type (→ Int Int) : ★)
(check-kind (→ Int Int) :: ★)
(typecheck-fail (→ →))
(typecheck-fail (→ 1))
(check-type 1 : Int)
;; this should error but it doesnt
#;(λ ([x : ★]) 1)
#;(λ ([x :: ★]) 1)
;(check-type (∀ ([t : ★]) (→ t t)) : ★)
(check-type (∀ ([t : ★]) (→ t t)) : (∀★ ★))
(check-type (→ (∀ ([t : ★]) (→ t t)) (→ Int Int)) : ★)
;(check-type (∀ ([t :: ★]) (→ t t)) :: ★)
(check-kind (∀ ([t :: ★]) (→ t t)) :: (∀★ ★))
(check-kind (→ (∀ ([t :: ★]) (→ t t)) (→ Int Int)) :: ★)
(check-type (Λ ([X : ★]) (λ ([x : X]) x)) : (∀ ([X : ★]) (→ X X)))
(check-type (Λ ([X :: ★]) (λ ([x : X]) x)) : (∀ ([X :: ★]) (→ X X)))
(check-type ((λ ([x : (∀ ([X : ★]) (→ X X))]) x) (Λ ([X : ★]) (λ ([x : X]) x)))
: (∀ ([X : ★]) (→ X X)))
(typecheck-fail ((λ ([x : (∀ ([X : ★]) (→ X X))]) x) (Λ ([X : (→ ★ ★)]) (λ ([x : X]) x))))
(check-type ((λ ([x : (∀ ([X :: ★]) (→ X X))]) x) (Λ ([X :: ★]) (λ ([x : X]) x)))
: (∀ ([X :: ★]) (→ X X)))
(typecheck-fail ((λ ([x : (∀ ([X :: ★]) (→ X X))]) x) (Λ ([X : (→ ★ ★)]) (λ ([x : X]) x))))
(check-type (λ ([t : ★]) t) : (→ ★ ★))
(check-type (λ ([t : ★] [s : ★]) t) : (→ ★ ★ ★))
(check-type (λ ([t : ★]) (λ ([s : ★]) t)) : (→ ★ (→ ★ ★)))
(check-type (λ ([t : (→ ★ ★)]) t) : (→ (→ ★ ★) (→ ★ ★)))
(check-type (λ ([t : (→ ★ ★ ★)]) t) : (→ (→ ★ ★ ★) (→ ★ ★ ★)))
(check-type (λ ([arg : ★] [res : ★]) (→ arg res)) : (→ ★ ★ ★))
;; tests for λ as a type
(check-kind (λ ([t :: ★]) t) :: (→ ★ ★))
(check-kind (λ ([t :: ★] [s :: ★]) t) :: (→ ★ ★ ★))
(check-kind (λ ([t :: ★]) (λ ([s :: ★]) t)) :: (→ ★ (→ ★ ★)))
(check-kind (λ ([t :: (→ ★ ★)]) t) :: (→ (→ ★ ★) (→ ★ ★)))
(check-kind (λ ([t :: (→ ★ ★ ★)]) t) :: (→ (→ ★ ★ ★) (→ ★ ★ ★)))
(check-kind (λ ([arg :: ★] [res :: ★]) (→ arg res)) :: (→ ★ ★ ★))
(check-type ((λ ([t : ★]) t) Int) : ★)
(check-type (λ ([x : ((λ ([t : ★]) t) Int)]) x) : (→ Int Int))
(check-type ((λ ([x : ((λ ([t : ★]) t) Int)]) x) 1) : Int ⇒ 1)
(check-type ((λ ([x : ((λ ([t : ★]) t) Int)]) (+ x 1)) 1) : Int ⇒ 2)
(check-type ((λ ([x : ((λ ([t : ★]) t) Int)]) (+ 1 x)) 1) : Int ⇒ 2)
(typecheck-fail ((λ ([x : ((λ ([t : ★]) t) Int)]) (+ 1 x)) "a-string"))
(check-kind ((λ ([t :: ★]) t) Int) :: ★)
(check-type (λ ([x : ((λ ([t :: ★]) t) Int)]) x) : (→ Int Int))
(check-type ((λ ([x : ((λ ([t :: ★]) t) Int)]) x) 1) : Int ⇒ 1)
(check-type ((λ ([x : ((λ ([t :: ★]) t) Int)]) (+ x 1)) 1) : Int ⇒ 2)
(check-type ((λ ([x : ((λ ([t :: ★]) t) Int)]) (+ 1 x)) 1) : Int ⇒ 2)
(typecheck-fail ((λ ([x : ((λ ([t :: ★]) t) Int)]) (+ 1 x)) "a-string"))
;; partial-apply →
(check-type ((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int)
: (→ ★ ★))
(check-kind ((λ ([arg :: ★]) (λ ([res :: ★]) (→ arg res))) Int)
:: (→ ★ ★))
; f's type must have kind ★
(typecheck-fail (λ ([f : ((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int)]) f))
(check-type (Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f)) :
(∀ ([tyf : (→ ★ ★)]) (→ (tyf String) (tyf String))))
(typecheck-fail (λ ([f : ((λ ([arg :: ★]) (λ ([res :: ★]) (→ arg res))) Int)]) f))
(check-type (Λ ([tyf :: (→ ★ ★)]) (λ ([f : (tyf String)]) f)) :
(∀ ([tyf :: (→ ★ ★)]) (→ (tyf String) (tyf String))))
(check-type (inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int))
(Λ ([tyf :: (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg :: ★]) (λ ([res :: ★]) (→ arg res))) Int))
: (→ (→ Int String) (→ Int String)))
(typecheck-fail
(inst (Λ ([X : ★]) (λ ([x : X]) x)) 1))
;#:with-msg "not a valid type: 1")
(inst (Λ ([X :: ★]) (λ ([x : X]) x)) 1)
#:with-msg "not a valid type: 1")
;; applied f too early
(typecheck-fail (inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) (f 1)))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int)))
(Λ ([tyf :: (→ ★ ★)]) (λ ([f : (tyf String)]) (f 1)))
((λ ([arg :: ★]) (λ ([res :: ★]) (→ arg res))) Int)))
(check-type ((inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int))
(Λ ([tyf :: (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg :: ★]) (λ ([res :: ★]) (→ arg res))) Int))
(λ ([x : Int]) "int")) : (→ Int String))
(check-type (((inst
(Λ ([tyf : (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg : ★]) (λ ([res : ★]) (→ arg res))) Int))
(Λ ([tyf :: (→ ★ ★)]) (λ ([f : (tyf String)]) f))
((λ ([arg :: ★]) (λ ([res :: ★]) (→ arg res))) Int))
(λ ([x : Int]) "int")) 1) : String ⇒ "int")
;; tapl examples, p441
(typecheck-fail
(define-type-alias tmp 1))
;#:with-msg "not a valid type: 1")
(define-type-alias Id (λ ([X : ★]) X))
(define-type-alias Id (λ ([X :: ★]) X))
(check-type (λ ([f : (→ Int String)]) 1) : (→ (→ Int String) Int))
(check-type (λ ([f : (→ Int String)]) 1) : (→ (→ Int (Id String)) Int))
(check-type (λ ([f : (→ Int (Id String))]) 1) : (→ (→ Int String) Int))
@ -81,104 +83,104 @@
(check-type (λ ([f : (Id (→ Int String))]) 1) : (→ (Id (Id (→ Int String))) Int))
;; tapl examples, p451
(define-type-alias Pair (λ ([A : ★] [B : ★]) (∀ ([X : ★]) (→ (→ A B X) X))))
(define-type-alias Pair (λ ([A :: ★] [B :: ★]) (∀ ([X :: ★]) (→ (→ A B X) X))))
;(check-type Pair : (→ ★ ★ ★))
(check-type Pair : (→ ★ ★ (∀★ ★)))
;(check-type Pair :: (→ ★ ★ ★))
(check-type Pair :: (→ ★ ★ (∀★ ★)))
(check-type (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) x)) : (∀ ([X : ★][Y : ★]) (→ X Y X)))
(check-type (Λ ([X :: ★] [Y :: ★]) (λ ([x : X][y : Y]) x)) : (∀ ([X :: ★][Y :: ★]) (→ X Y X)))
; parametric pair constructor
(check-type
(Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
: (∀ ([X : ★][Y : ★]) (→ X Y (Pair X Y))))
(Λ ([X :: ★] [Y :: ★]) (λ ([x : X][y : Y]) (Λ ([R :: ★]) (λ ([p : (→ X Y R)]) (p x y)))))
: (∀ ([X :: ★][Y :: ★]) (→ X Y (Pair X Y))))
; concrete Pair Int String constructor
(check-type
(inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
(inst (Λ ([X :: ★] [Y :: ★]) (λ ([x : X][y : Y]) (Λ ([R :: ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String)
: (→ Int String (Pair Int String)))
; Pair Int String value
(check-type
((inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
((inst (Λ ([X :: ★] [Y :: ★]) (λ ([x : X][y : Y]) (Λ ([R :: ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String) 1 "1")
: (Pair Int String))
; fst: parametric
(check-type
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
: (∀ ([X : ★][Y : ★]) (→ (Pair X Y) X)))
(Λ ([X :: ★][Y :: ★]) (λ ([p : (∀ ([R :: ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
: (∀ ([X :: ★][Y :: ★]) (→ (Pair X Y) X)))
; fst: concrete Pair Int String accessor
(check-type
(inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
(Λ ([X :: ★][Y :: ★]) (λ ([p : (∀ ([R :: ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
Int String)
: (→ (Pair Int String) Int))
; apply fst
(check-type
((inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
(Λ ([X :: ★][Y :: ★]) (λ ([p : (∀ ([R :: ★]) (→ (→ X Y R) R))]) ((inst p X) (λ ([x : X][y : Y]) x))))
Int String)
((inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
((inst (Λ ([X :: ★] [Y :: ★]) (λ ([x : X][y : Y]) (Λ ([R :: ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String) 1 "1"))
: Int ⇒ 1)
; snd
(check-type
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
: (∀ ([X : ★][Y : ★]) (→ (Pair X Y) Y)))
(Λ ([X :: ★][Y :: ★]) (λ ([p : (∀ ([R :: ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
: (∀ ([X :: ★][Y :: ★]) (→ (Pair X Y) Y)))
(check-type
(inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
(Λ ([X :: ★][Y :: ★]) (λ ([p : (∀ ([R :: ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
Int String)
: (→ (Pair Int String) String))
(check-type
((inst
(Λ ([X : ★][Y : ★]) (λ ([p : (∀ ([R : ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
(Λ ([X :: ★][Y :: ★]) (λ ([p : (∀ ([R :: ★]) (→ (→ X Y R) R))]) ((inst p Y) (λ ([x : X][y : Y]) y))))
Int String)
((inst (Λ ([X : ★] [Y : ★]) (λ ([x : X][y : Y]) (Λ ([R : ★]) (λ ([p : (→ X Y R)]) (p x y)))))
((inst (Λ ([X :: ★] [Y :: ★]) (λ ([x : X][y : Y]) (Λ ([R :: ★]) (λ ([p : (→ X Y R)]) (p x y)))))
Int String) 1 "1"))
: String ⇒ "1")
;;; sysf tests wont work, unless augmented with kinds
(check-type (Λ ([X : ★]) (λ ([x : X]) x)) : (∀ ([X : ★]) (→ X X)))
;; sysf tests wont work, unless augmented with kinds
(check-type (Λ ([X :: ★]) (λ ([x : X]) x)) : (∀ ([X :: ★]) (→ X X)))
(check-type (Λ ([X : ★]) (λ ([t : X] [f : X]) t)) : (∀ ([X : ★]) (→ X X X))) ; true
(check-type (Λ ([X : ★]) (λ ([t : X] [f : X]) f)) : (∀ ([X : ★]) (→ X X X))) ; false
(check-type (Λ ([X : ★]) (λ ([t : X] [f : X]) f)) : (∀ ([Y : ★]) (→ Y Y Y))) ; false, alpha equiv
(check-type (Λ ([X :: ★]) (λ ([t : X] [f : X]) t)) : (∀ ([X :: ★]) (→ X X X))) ; true
(check-type (Λ ([X :: ★]) (λ ([t : X] [f : X]) f)) : (∀ ([X :: ★]) (→ X X X))) ; false
(check-type (Λ ([X :: ★]) (λ ([t : X] [f : X]) f)) : (∀ ([Y :: ★]) (→ Y Y Y))) ; false, alpha equiv
(check-type (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t1 : ★]) (∀ ([t2 : ★]) (→ t1 (→ t2 t2)))))
(check-type (Λ ([t1 :: ★]) (Λ ([t2 :: ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t1 :: ★]) (∀ ([t2 :: ★]) (→ t1 (→ t2 t2)))))
(check-type (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t3 : ★]) (∀ ([t4 : ★]) (→ t3 (→ t4 t4)))))
(check-type (Λ ([t1 :: ★]) (Λ ([t2 :: ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t3 :: ★]) (∀ ([t4 :: ★]) (→ t3 (→ t4 t4)))))
(check-not-type (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t4 : ★]) (∀ ([t3 : ★]) (→ t3 (→ t4 t4)))))
(check-not-type (Λ ([t1 :: ★]) (Λ ([t2 :: ★]) (λ ([x : t1]) (λ ([y : t2]) y))))
: (∀ ([t4 :: ★]) (∀ ([t3 :: ★]) (→ t3 (→ t4 t4)))))
(check-type (inst (Λ ([t : ★]) (λ ([x : t]) x)) Int) : (→ Int Int))
(check-type (inst (Λ ([t : ★]) 1) (→ Int Int)) : Int)
(check-type (inst (Λ ([t :: ★]) (λ ([x : t]) x)) Int) : (→ Int Int))
(check-type (inst (Λ ([t :: ★]) 1) (→ Int Int)) : Int)
; first inst should be discarded
(check-type (inst (inst (Λ ([t : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) (→ Int Int)) Int) : (→ Int Int))
(check-type (inst (inst (Λ ([t :: ★]) (Λ ([t :: ★]) (λ ([x : t]) x))) (→ Int Int)) Int) : (→ Int Int))
; second inst is discarded
(check-type (inst (inst (Λ ([t1 : ★]) (Λ ([t2 : ★]) (λ ([x : t1]) x))) Int) (→ Int Int)) : (→ Int Int))
(check-type (inst (inst (Λ ([t1 :: ★]) (Λ ([t2 :: ★]) (λ ([x : t1]) x))) Int) (→ Int Int)) : (→ Int Int))
;; polymorphic arguments
(check-type (Λ ([t : ★]) (λ ([x : t]) x)) : (∀ ([t : ★]) (→ t t)))
(check-type (Λ ([t : ★]) (λ ([x : t]) x)) : (∀ ([s : ★]) (→ s s)))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([s : ★]) (∀ ([t : ★]) (→ t t))))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([r : ★]) (∀ ([t : ★]) (→ t t))))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([r : ★]) (∀ ([s : ★]) (→ s s))))
(check-type (Λ ([s : ★]) (Λ ([t : ★]) (λ ([x : t]) x))) : (∀ ([r : ★]) (∀ ([u : ★]) (→ u u))))
(check-type (λ ([x : (∀ ([t : ★]) (→ t t))]) x) : (→ (∀ ([s : ★]) (→ s s)) (∀ ([u : ★]) (→ u u))))
(check-type (Λ ([t :: ★]) (λ ([x : t]) x)) : (∀ ([t :: ★]) (→ t t)))
(check-type (Λ ([t :: ★]) (λ ([x : t]) x)) : (∀ ([s :: ★]) (→ s s)))
(check-type (Λ ([s :: ★]) (Λ ([t :: ★]) (λ ([x : t]) x))) : (∀ ([s :: ★]) (∀ ([t :: ★]) (→ t t))))
(check-type (Λ ([s :: ★]) (Λ ([t :: ★]) (λ ([x : t]) x))) : (∀ ([r :: ★]) (∀ ([t :: ★]) (→ t t))))
(check-type (Λ ([s :: ★]) (Λ ([t :: ★]) (λ ([x : t]) x))) : (∀ ([r :: ★]) (∀ ([s :: ★]) (→ s s))))
(check-type (Λ ([s :: ★]) (Λ ([t :: ★]) (λ ([x : t]) x))) : (∀ ([r :: ★]) (∀ ([u :: ★]) (→ u u))))
(check-type (λ ([x : (∀ ([t :: ★]) (→ t t))]) x) : (→ (∀ ([s :: ★]) (→ s s)) (∀ ([u :: ★]) (→ u u))))
(typecheck-fail ((λ ([x : (∀ (t) (→ t t))]) x) (λ ([x : Int]) x)))
(typecheck-fail ((λ ([x : (∀ (t) (→ t t))]) x) 1))
(check-type ((λ ([x : (∀ ([t : ★]) (→ t t))]) x) (Λ ([s : ★]) (λ ([y : s]) y))) : (∀ ([u : ★]) (→ u u)))
(check-type ((λ ([x : (∀ ([t :: ★]) (→ t t))]) x) (Λ ([s :: ★]) (λ ([y : s]) y))) : (∀ ([u :: ★]) (→ u u)))
(check-type
(inst ((λ ([x : (∀ ([t : ★]) (→ t t))]) x) (Λ ([s : ★]) (λ ([y : s]) y))) Int) : (→ Int Int))
(inst ((λ ([x : (∀ ([t :: ★]) (→ t t))]) x) (Λ ([s :: ★]) (λ ([y : s]) y))) Int) : (→ Int Int))
(check-type
((inst ((λ ([x : (∀ ([t : ★]) (→ t t))]) x) (Λ ([s : ★]) (λ ([y : s]) y))) Int) 10)
((inst ((λ ([x : (∀ ([t :: ★]) (→ t t))]) x) (Λ ([s :: ★]) (λ ([y : s]) y))) Int) 10)
: Int ⇒ 10)
(check-type (λ ([x : (∀ ([t : ★]) (→ t t))]) (inst x Int)) : (→ (∀ ([t : ★]) (→ t t)) (→ Int Int)))
(check-type (λ ([x : (∀ ([t : ★]) (→ t t))]) ((inst x Int) 10)) : (→ (∀ ([t : ★]) (→ t t)) Int))
(check-type ((λ ([x : (∀ ([t : ★]) (→ t t))]) ((inst x Int) 10))
(Λ ([s : ★]) (λ ([y : s]) y)))
(check-type (λ ([x : (∀ ([t :: ★]) (→ t t))]) (inst x Int)) : (→ (∀ ([t :: ★]) (→ t t)) (→ Int Int)))
(check-type (λ ([x : (∀ ([t :: ★]) (→ t t))]) ((inst x Int) 10)) : (→ (∀ ([t :: ★]) (→ t t)) Int))
(check-type ((λ ([x : (∀ ([t :: ★]) (→ t t))]) ((inst x Int) 10))
(Λ ([s :: ★]) (λ ([y : s]) y)))
: Int ⇒ 10)

26
turnstile/examples/tests/rackunit-kindchecking.rkt Normal file
View File

@ -0,0 +1,26 @@
#lang racket/base
(require (for-syntax rackunit syntax/srcloc) rackunit macrotypes/typecheck
(only-in "../fomega2.rkt" current-kind-eval kindcheck?))
(provide check-kind)
(define-syntax (check-kind stx)
(syntax-parse stx #:datum-literals (⇒ ->)
;; duplicate code to avoid redundant expansions
#;[(_ τ tag:id k-expected (~or ⇒ ->) v)
#:with τ+ (expand/df #'(add-expected τ k-expected))
#:with k (detach #'e+ (stx->datum #'tag))
#:fail-unless (kindcheck? #'k ((current-kind-eval) #'k-expected))
(format
"Type ~a [loc ~a:~a] has kind ~a, expected ~a"
(syntax->datum #'τ) (syntax-line #'τ) (syntax-column #'τ)
(type->str #'k) (type->str #'k-expected))
(syntax/loc stx (check-equal? τ+ (add-expected v k-expected)))]
[(_ τ tag:id k-expected)
#:with k (detach (expand/df #'(add-expected τ k-expected)) (stx->datum #'tag))
#:fail-unless
(kindcheck? #'k ((current-kind-eval) #'k-expected))
(format
"Type ~a [loc ~a:~a] has kind ~a, expected ~a"
(syntax->datum #'τ) (syntax-line #'τ) (syntax-column #'τ)
(type->str #'k) (type->str #'k-expected))
#'(void)]))

4
turnstile/examples/trivial.rkt
View File

@ -120,7 +120,8 @@
((current-type=?) t1 #'t2*)]
[_ #f])))
(current-type=? new-type=?)
(current-typecheck-relation (current-type=?))
(current-typecheck-relation new-type=?)
(current-check-relation new-type=?)
;; current-type?
;; TODO: disabling type validation for now
@ -146,6 +147,7 @@
((current-type-eval) #'(CCs- a b c (Int (#%datum- . e-)))))]
[_ t+]))
(current-type-eval new-teval)
(current-ev new-teval)
;; type inference helpers ---------------------------------------------------
;; A "B" is a type binding, eg (X ty) or (ty X)

6
turnstile/info.rkt
View File

@ -6,18 +6,18 @@
(define compile-omit-paths
'("examples/rosette"
"examples/tests"
"examples/trivial.rkt"))
"examples/fomega3.rkt"
"examples/trivial.rkt")) ; needs typed racket
(define test-include-paths
'("examples/tests/mlish")) ; to include .mlish files
(define test-omit-paths
'("examples/rosette"
"examples/tests/fomega2-tests.rkt"
"examples/tests/fomega3-tests.rkt"
"examples/tests/rosette" ; needs rosette
"examples/tests/trivial-test.rkt" ; needs typed/racket
"examples/tests/mlish/sweet-map.rkt" ; needs sweet-exp
"examples/tests/fomega3-tests.rkt"
"examples/tests/mlish/bg/README.md"))
(define test-timeouts