When I take out the #{} annotations, it gives me 24 errors (with some repeated)
instead of just 6: (that’s the reason I put them there in the first place)
(: sphere3d (#:posn (Vectorof Real) #:r Nonnegative-Real [#:color Plot-Color]
-> renderer3d))
(define (sphere3d #:posn ctr.posn #:r r #:color [color "black"])
(let: ([ctr.x : Real (vector-x ctr.posn)]
[ctr.y : Real (vector-y ctr.posn)]
[ctr.z : Real (vector-z ctr.posn)])
(isosurface3d (λ: ([x : Real] [y : Real] [z : Real])
(let: ([posn : (Vectorof Real) (vector x y z)])
(vmag^2 (v- posn ctr.posn))))
(ann (sqr r) Real)
(ann (- ctr.x r) (U Real False)) (ann (+ ctr.x r) (U Real
False))
(ann (- ctr.y r) (U Real False)) (ann (+ ctr.y r) (U Real
False))
(ann (- ctr.z r) (U Real False)) (ann (+ ctr.z r) (U Real
False))
#:line-style 'transparent
#:color color)))
. Type Checker: Expected (Vectorof Real), but got Plot-Color in: ctr.posn
. Type Checker: Expected (Vectorof Real), but got Plot-Color in: ctr.posn
. Type Checker: Expected (Vectorof Real), but got Plot-Color in: ctr.posn
. Type Checker: Expected (Vectorof Real), but got Plot-Color in: ctr.posn
. Type Checker: Expected Real, but got True in: r
. Type Checker: Expected Real, but got True in: r
. Type Checker: Expected Real, but got True in: r
. Type Checker: Expected Real, but got True in: r
. Type Checker: Expected Real, but got True in: r
. Type Checker: Expected Real, but got True in: r
. Type Checker: Expected Real, but got True in: r
. Type Checker: No function domains matched in function application:
Types: (Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) (U Real False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) -> renderer3d
(Real Real Real -> Real) Real -> renderer3d
Arguments: (Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) (U Real False) (U Real False)
Expected result: renderer3d
in: (isosurface3d (λ: ((x : Real) (y : Real) (z : Real)) (let: ((posn :
(Vectorof Real) (vector x y z))) (vmag^2 (v- posn ctr.posn)))) (ann (sqr r)
Real) (ann (- ctr.x r) (U Real False)) (ann (+ ctr.x r) (U Real False)) (ann (-
ctr.y r) (U Real False)) (ann (+ ctr.y r) (U Real False)) (ann (- ctr.z r) (U
Real False)) (ann (+ ctr.z r) (U Real False)) #:line-style (quote transparent)
#:color color)
. Type Checker: Expected (Vectorof Real), but got False in: ctr.posn
. Type Checker: Expected (Vectorof Real), but got False in: ctr.posn
. Type Checker: Expected (Vectorof Real), but got False in: ctr.posn
. Type Checker: Expected (Vectorof Real), but got False in: ctr.posn
. Type Checker: Expected Real, but got False in: r
. Type Checker: Expected Real, but got False in: r
. Type Checker: Expected Real, but got False in: r
. Type Checker: Expected Real, but got False in: r
. Type Checker: Expected Real, but got False in: r
. Type Checker: Expected Real, but got False in: r
. Type Checker: Expected Real, but got False in: r
. Type Checker: No function domains matched in function application:
Types: (Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) (U Real False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) (U Real False) -> renderer3d
(Real Real Real -> Real) Real (U Real False) -> renderer3d
(Real Real Real -> Real) Real -> renderer3d
Arguments: (Real Real Real -> Real) Real (U Real False) (U Real False) (U Real
False) (U Real False) (U Real False) (U Real False)
Expected result: renderer3d
in: (isosurface3d (λ: ((x : Real) (y : Real) (z : Real)) (let: ((posn :
(Vectorof Real) (vector x y z))) (vmag^2 (v- posn ctr.posn)))) (ann (sqr r)
Real) (ann (- ctr.x r) (U Real False)) (ann (+ ctr.x r) (U Real False)) (ann (-
ctr.y r) (U Real False)) (ann (+ ctr.y r) (U Real False)) (ann (- ctr.z r) (U
Real False)) (ann (+ ctr.z r) (U Real False)) #:line-style (quote transparent)
#:color color)
On Apr 19, 2014, at 10:46 PM, Greg Hendershott <greghendersh...@gmail.com>
wrote:
> I think you don't want those #{} annotations in the function definition:
>
>> (define (sphere3d #:posn #{ctr.posn : (Vectorof Real)} #:r #{r :
>> Nonnegative-Real} #:color [#{color : Plot-Color} "black"])
>
> The following typechecks OK for me:
>
> (define (sphere3d #:posn ctr.posn #:r r #:color [color "black"])
>
> In other words, when you annotate the function using `(: sphere3d
> ___)`, you've told Typed Racket all it needs to know about the
> function type. Then you can write the function definition just as you
> would in untyped Racket.
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