[plt-dev] Re: [plt-scheme] New contract-related features
Note that you get the same error message if you do this:
> (define (f x)
(define y x))
. begin (possibly implicit): no expression after a sequence of
internal definitions in: ((define y x))
Do you think `with-contract' should give a special error message here,
or that the error message in general should be improved?
sam th
On Sun, Feb 15, 2009 at 2:24 PM, Matthias Felleisen
<matthias at ccs.neu.edu> wrote:
>
> Could we improve the error message for people who attempt to nest regions
>
>> #lang scheme
>>
>> (with-contract f1
>> ((y number?))
>> (with-contract f2
>> ((x boolean?))
>> (define x #t)
>> (define y 1)))
>>
>
> or
>
>> #lang scheme
>>
>> (define (f x)
>> (with-contract
>> f1
>> ((y number?))
>> (define y x)))
>>
>> (f 10)
>
> Thanks. -- Matthias
>
>
>
> On Feb 14, 2009, at 11:24 PM, Stevie Strickland wrote:
>
>> In SVN I've added three new major features that involve contracts.
>> One allows for more fine-grained control of contracts, and the other
>> two allow for the use of contracts with signatures and units.
>>
>> Contract Regions
>> ----------------
>>
>> Contract regions allow the programmer to protect a region of code
>> with a contract boundary. In addition to the wrapped code, the
>> programmer also provides a name for the region which is used in
>> blame situations and a list of exported variables which can
>> either be protected with contracts or unprotected. The region
>> provides a true contract boundary, in that uses of contracted
>> exports within the region are unprotected. Contract regions are
>> specified with the with-contract form. The following contract
>> region defines two mutually recursive functions:
>>
>> (with-contract region1
>> ([f (-> number? boolean?)]
>> [g (-> number? boolean?)])
>> (define (f n) (if (zero? n) #f (g (sub1 n))))
>> (define (g n) (if (zero? n) #t (f (sub1 n)))))
>>
>> The internal calls to f and g are uncontracted, but calls to f
>> and g outside this region would be appropriately contracted.
>> First-order checks are performed at the region, so the
>> following region:
>>
>> (with-contract region2
>> ([n number?])
>> (define n #t))
>>
>> results in the following error:
>>
>> (region region2) broke the contract number? on n;
>> expected <number?>, given: #t
>>
>> Notice that the blame not only gives the name of the region, but
>> describes what type of contract boundary was involved.
>>
>> For contracting a single definition, there is the define/contract
>> form which has a similar syntax to define, except that it takes a
>> contract before the body of the definition. To compare the two
>> forms, the following two definitions are equivalent:
>>
>> (with-contract fact
>> ([fact (-> number? number?)])
>> (define (fact n)
>> (if (zero? n) 1 (* n (fact (sub1 n))))))
>>
>> (define/contract (fact n)
>> (-> number? number?)
>> (if (zero? n) 1 (* n (fact (sub1 n)))))
>>
>> First order checks are similarly performed at the definition for
>> define/contract, so
>>
>> (define/contract (fact n)
>> (-> number?)
>> (if (zero? n) 1 (* n (fact (sub1 n)))))
>>
>> results in
>>
>> (function fact) broke the contract (-> number?) on fact;
>> expected a procedure that accepts no arguments without
>> any keywords, given: #<procedure:fact>
>>
>> Signature Contracts
>> -------------------
>>
>> In addition to contract regions, units are also now contract
>> boundaries. One way to use contracts with units is to add
>> contracts to unit signatures via the contracted signature form.
>>
>> (define-signature toy-factory^
>> ((contracted
>> [build-toys (-> integer? (listof toy?))]
>> [repaint (-> toy? symbol? toy?)]
>> [toy? (-> any/c boolean?)]
>> [toy-color (-> toy? symbol?)])))
>>
>> Notice that contracts in a signature can use variables listed
>> in the signature.
>>
>> Now if we take the following implementation of that signature:
>>
>> (define-unit simple-factory@
>> (import)
>> (export toy-factory^)
>>
>> (define-struct toy (color) #:transparent)
>>
>> (define (build-toys n)
>> (for/list ([i (in-range n)])
>> (make-toy 'blue)))
>>
>> (define (repaint t col)
>> (make-toy col)))
>>
>> We get the appropriate contract checks on those exports:
>>
>> > (define-values/invoke-unit/infer simple-factory@)
>> > (build-toys 3)
>> (#(struct:toy blue) #(struct:toy blue) #(struct:toy blue))
>> > (build-toys #f)
>> top-level broke the contract (-> integer? (listof toy?))
>> on build-toys; expected <integer?>, given: #f
>>
>> As before, uses of contracted exports inside the unit are
>> not checked.
>>
>> Since units are contract boundaries, they can be blamed
>> appropriately. Take the following definitions:
>>
>> (define-unit factory-user@
>> (import toy-factory^)
>> (export)
>> (let ([toys (build-toys 3)])
>> (repaint 3 'blue)))
>>
>> (define-compound-unit/infer factory+user@
>> (import) (export)
>> (link simple-factory@ factory-user@))
>>
>> When we invoke the combined unit:
>>
>> > (define-values/invoke-unit/infer factory+user@)
>> (unit factory-user@) broke the contract
>> (-> toy? symbol? toy?)
>> on repaint; expected <toy?>, given: 3
>>
>> Unit Contracts
>> --------------
>>
>> However, we may not always be able to add contracts to
>> signatures. For example, there are many already-existing
>> signatures in PLT Scheme that one may want to implement, or a
>> programmer may want to take a unit value and add contracts to it
>> after the fact.
>>
>> To do this, there is the unit/c contract combinator. It takes a list
>> of imports and exports, where each signature is paired with a list of
>> variables and their contracts for each signature. So if we had the
>> uncontracted version of the toy-factory^ signature:
>>
>> (define-signature toy-factory^
>> (build-toys repaint toy? toy-color))
>>
>> the following contracts would be appropriate for a unit that imports
>> nothing and exports that signature:
>>
>> (unit/c (import) (export))
>> (unit/c (import) (export toy-factory^))
>> (unit/c
>> (import)
>> (export (toy-factory^
>> [toy-color (-> toy? symbol?)])))
>> (unit/c
>> (import)
>> (export (toy-factory^
>> [build-toys (-> integer? (listof toy?))]
>> [repaint (-> toy? symbol? toy?)]
>> [toy? (-> any/c boolean?)]
>> [toy-color (-> toy? symbol?)])))
>>
>> Unit contracts can contain a superset of the import signatures and a
>> subset of the export signatures for a given unit value. Also,
>> variables that are not listed for a given signature are left alone
>> when the contracts are being added.
>>
>> Since the results of applying unit/c is a new unit, then adding
>> a contract can cause link inference to fail. For example, if we
>> change the definition of simple-factory@ above to
>>
>> (define/contract simple-factory@
>> (unit/c
>> (import)
>> (export (toy-factory^
>> [build-toys (-> integer? (listof toy?))]
>> [repaint (-> toy? symbol? toy?)]
>> [toy? (-> any/c boolean?)]
>> [toy-color (-> toy? symbol?)])))
>> (unit
>> (import)
>> (export toy-factory^)
>>
>> (define-struct toy (color) #:transparent)
>>
>> (define (build-toys n)
>> (for/list ([i (in-range n)])
>> (make-toy 'blue)))
>>
>> (define (repaint t col)
>> (make-toy col))))
>>
>> Then when we try to combine it with the factory-user@ unit, we
>> get:
>>
>> define-compound-unit/infer: not a unit definition
>> in: simple-factory@
>>
>> One way to solve this is to use define-unit-binding to set up the
>> static information for the new contracted value. Another possibility
>> for unit definitions is to use define-unit/contract:
>>
>> (define-unit/contract simple-factory@
>> (import)
>> (export (toy-factory^
>> [build-toys (-> integer? (listof toy?))]
>> [repaint (-> toy? symbol? toy?)]
>> [toy? (-> any/c boolean?)]
>> [toy-color (-> toy? symbol?)]))
>>
>> (define-struct toy (color) #:transparent)
>>
>> (define (build-toys n)
>> (for/list ([i (in-range n)])
>> (make-toy 'blue)))
>>
>> (define (repaint t col)
>> (make-toy col)))
>>
>> More about these features can be found in the Reference, and a short
>> section about signature and unit contracts has been added to the Guide.
>>
>> Stevie
>> _________________________________________________
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>> http://list.cs.brown.edu/mailman/listinfo/plt-scheme
>
> _________________________________________________
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>
--
sam th
samth at ccs.neu.edu