How do I make a fuel annotation for a templated function?












0















I would like to write Dafny some code with fuel annotations, like the following:



predicate {:fuel 0,0} eq<A>(x: A, y: A) 
{
x == y
}

lemma {:fuel eq,1,2} reflexive<A>(x: A)
ensures eq(x, x)
{
}


Unfortunately, I get an error message:



templates.dfy(6,13): Error: type '?' to the predicate 'eq' is not determined
templates.dfy(6,13): Error: the type of this expression is underspecified


Well, it looks like I just need to specify the type argument to eq. But the 'obvious' approach doesn't work. This code,



predicate {:fuel 0,0} eq<A>(x: A, y: A) 
{
x == y
}

lemma {:fuel eq<A>,1,2} reflexive<A>(x: A)
ensures eq(x, x)
{
}


gives the error message:



templates.dfy(6,17): Error: this operator chain cannot continue with a descending operator
templates.dfy(6,18): Error: invalid UnaryExpression


It is possible to accomplish fuel annotations with templated functions in this manner?










share|improve this question



























    0















    I would like to write Dafny some code with fuel annotations, like the following:



    predicate {:fuel 0,0} eq<A>(x: A, y: A) 
    {
    x == y
    }

    lemma {:fuel eq,1,2} reflexive<A>(x: A)
    ensures eq(x, x)
    {
    }


    Unfortunately, I get an error message:



    templates.dfy(6,13): Error: type '?' to the predicate 'eq' is not determined
    templates.dfy(6,13): Error: the type of this expression is underspecified


    Well, it looks like I just need to specify the type argument to eq. But the 'obvious' approach doesn't work. This code,



    predicate {:fuel 0,0} eq<A>(x: A, y: A) 
    {
    x == y
    }

    lemma {:fuel eq<A>,1,2} reflexive<A>(x: A)
    ensures eq(x, x)
    {
    }


    gives the error message:



    templates.dfy(6,17): Error: this operator chain cannot continue with a descending operator
    templates.dfy(6,18): Error: invalid UnaryExpression


    It is possible to accomplish fuel annotations with templated functions in this manner?










    share|improve this question

























      0












      0








      0








      I would like to write Dafny some code with fuel annotations, like the following:



      predicate {:fuel 0,0} eq<A>(x: A, y: A) 
      {
      x == y
      }

      lemma {:fuel eq,1,2} reflexive<A>(x: A)
      ensures eq(x, x)
      {
      }


      Unfortunately, I get an error message:



      templates.dfy(6,13): Error: type '?' to the predicate 'eq' is not determined
      templates.dfy(6,13): Error: the type of this expression is underspecified


      Well, it looks like I just need to specify the type argument to eq. But the 'obvious' approach doesn't work. This code,



      predicate {:fuel 0,0} eq<A>(x: A, y: A) 
      {
      x == y
      }

      lemma {:fuel eq<A>,1,2} reflexive<A>(x: A)
      ensures eq(x, x)
      {
      }


      gives the error message:



      templates.dfy(6,17): Error: this operator chain cannot continue with a descending operator
      templates.dfy(6,18): Error: invalid UnaryExpression


      It is possible to accomplish fuel annotations with templated functions in this manner?










      share|improve this question














      I would like to write Dafny some code with fuel annotations, like the following:



      predicate {:fuel 0,0} eq<A>(x: A, y: A) 
      {
      x == y
      }

      lemma {:fuel eq,1,2} reflexive<A>(x: A)
      ensures eq(x, x)
      {
      }


      Unfortunately, I get an error message:



      templates.dfy(6,13): Error: type '?' to the predicate 'eq' is not determined
      templates.dfy(6,13): Error: the type of this expression is underspecified


      Well, it looks like I just need to specify the type argument to eq. But the 'obvious' approach doesn't work. This code,



      predicate {:fuel 0,0} eq<A>(x: A, y: A) 
      {
      x == y
      }

      lemma {:fuel eq<A>,1,2} reflexive<A>(x: A)
      ensures eq(x, x)
      {
      }


      gives the error message:



      templates.dfy(6,17): Error: this operator chain cannot continue with a descending operator
      templates.dfy(6,18): Error: invalid UnaryExpression


      It is possible to accomplish fuel annotations with templated functions in this manner?







      dafny






      share|improve this question













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      asked Nov 21 '18 at 1:14









      tjhancetjhance

      3721212




      3721212
























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          The "obvious" way to do it is indeed the way to do it. The parsing error messages you're getting were fixed in Dafny version 2.2.0 (more precisely, in a 10 July 2018 commit).






          share|improve this answer























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            1 Answer
            1






            active

            oldest

            votes









            active

            oldest

            votes






            active

            oldest

            votes









            1














            The "obvious" way to do it is indeed the way to do it. The parsing error messages you're getting were fixed in Dafny version 2.2.0 (more precisely, in a 10 July 2018 commit).






            share|improve this answer




























              1














              The "obvious" way to do it is indeed the way to do it. The parsing error messages you're getting were fixed in Dafny version 2.2.0 (more precisely, in a 10 July 2018 commit).






              share|improve this answer


























                1












                1








                1







                The "obvious" way to do it is indeed the way to do it. The parsing error messages you're getting were fixed in Dafny version 2.2.0 (more precisely, in a 10 July 2018 commit).






                share|improve this answer













                The "obvious" way to do it is indeed the way to do it. The parsing error messages you're getting were fixed in Dafny version 2.2.0 (more precisely, in a 10 July 2018 commit).







                share|improve this answer












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                answered Nov 27 '18 at 22:23









                Rustan LeinoRustan Leino

                60945




                60945
































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