About closure creation












2














After reading this article about readable closures, I check that:




Since closures are byte-code function objects, they print readably.
You can capture an environment in a closure, serialize it, read it
back in, and evaluate it. That’s pretty cool! This means closures can
be transmitted to other Emacs instances in a multi-processing setup
(i.e. Elnode, Async)




So since we can do that, we can also write closures?
Should this be a real possibility and will have a real use?



Writing a normal closure



ELISP> (setq counter (let ((x 0)) (lambda () (cl-incf x))))
(closure
((x . 0)
t)
nil
(cl-incf x))

ELISP> (funcall counter)
1 (#o1, #x1, ?C-a)
ELISP> counter
(closure
((x . 1)
t)
nil
(cl-incf x))


Writing a literal closure:



ELISP> (setq even-counter '(closure ((x . 0) t) nil (cl-incf x 2)))
(closure
((x . 0)
t)
nil
(cl-incf x 2))

ELISP> (funcall even-counter)
2 (#o2, #x2, ?C-b)
ELISP> even-counter)
*** IELM error *** More than one sexp in input
ELISP> even-counter
(closure
((x . 2)
t)
nil
(cl-incf x 2))


So they both work, and are the same type, since they don't will have non-readable types (i.e buffer) inside they will work equally. further more they are the same type:



ELISP> (type-of even-counter)
cons
ELISP> (type-of counter)
cons


But I couldn't find any constructor for building a closure.
So I suppose that his is one of the cases of homoiconicity of lisp.
To Sum up:




  • Will be useful to write/build literal closures?

  • Should it be a good practice? any example?

  • Why the closure is not a real type instead of cons?










share|improve this question





























    2














    After reading this article about readable closures, I check that:




    Since closures are byte-code function objects, they print readably.
    You can capture an environment in a closure, serialize it, read it
    back in, and evaluate it. That’s pretty cool! This means closures can
    be transmitted to other Emacs instances in a multi-processing setup
    (i.e. Elnode, Async)




    So since we can do that, we can also write closures?
    Should this be a real possibility and will have a real use?



    Writing a normal closure



    ELISP> (setq counter (let ((x 0)) (lambda () (cl-incf x))))
    (closure
    ((x . 0)
    t)
    nil
    (cl-incf x))

    ELISP> (funcall counter)
    1 (#o1, #x1, ?C-a)
    ELISP> counter
    (closure
    ((x . 1)
    t)
    nil
    (cl-incf x))


    Writing a literal closure:



    ELISP> (setq even-counter '(closure ((x . 0) t) nil (cl-incf x 2)))
    (closure
    ((x . 0)
    t)
    nil
    (cl-incf x 2))

    ELISP> (funcall even-counter)
    2 (#o2, #x2, ?C-b)
    ELISP> even-counter)
    *** IELM error *** More than one sexp in input
    ELISP> even-counter
    (closure
    ((x . 2)
    t)
    nil
    (cl-incf x 2))


    So they both work, and are the same type, since they don't will have non-readable types (i.e buffer) inside they will work equally. further more they are the same type:



    ELISP> (type-of even-counter)
    cons
    ELISP> (type-of counter)
    cons


    But I couldn't find any constructor for building a closure.
    So I suppose that his is one of the cases of homoiconicity of lisp.
    To Sum up:




    • Will be useful to write/build literal closures?

    • Should it be a good practice? any example?

    • Why the closure is not a real type instead of cons?










    share|improve this question



























      2












      2








      2


      1





      After reading this article about readable closures, I check that:




      Since closures are byte-code function objects, they print readably.
      You can capture an environment in a closure, serialize it, read it
      back in, and evaluate it. That’s pretty cool! This means closures can
      be transmitted to other Emacs instances in a multi-processing setup
      (i.e. Elnode, Async)




      So since we can do that, we can also write closures?
      Should this be a real possibility and will have a real use?



      Writing a normal closure



      ELISP> (setq counter (let ((x 0)) (lambda () (cl-incf x))))
      (closure
      ((x . 0)
      t)
      nil
      (cl-incf x))

      ELISP> (funcall counter)
      1 (#o1, #x1, ?C-a)
      ELISP> counter
      (closure
      ((x . 1)
      t)
      nil
      (cl-incf x))


      Writing a literal closure:



      ELISP> (setq even-counter '(closure ((x . 0) t) nil (cl-incf x 2)))
      (closure
      ((x . 0)
      t)
      nil
      (cl-incf x 2))

      ELISP> (funcall even-counter)
      2 (#o2, #x2, ?C-b)
      ELISP> even-counter)
      *** IELM error *** More than one sexp in input
      ELISP> even-counter
      (closure
      ((x . 2)
      t)
      nil
      (cl-incf x 2))


      So they both work, and are the same type, since they don't will have non-readable types (i.e buffer) inside they will work equally. further more they are the same type:



      ELISP> (type-of even-counter)
      cons
      ELISP> (type-of counter)
      cons


      But I couldn't find any constructor for building a closure.
      So I suppose that his is one of the cases of homoiconicity of lisp.
      To Sum up:




      • Will be useful to write/build literal closures?

      • Should it be a good practice? any example?

      • Why the closure is not a real type instead of cons?










      share|improve this question















      After reading this article about readable closures, I check that:




      Since closures are byte-code function objects, they print readably.
      You can capture an environment in a closure, serialize it, read it
      back in, and evaluate it. That’s pretty cool! This means closures can
      be transmitted to other Emacs instances in a multi-processing setup
      (i.e. Elnode, Async)




      So since we can do that, we can also write closures?
      Should this be a real possibility and will have a real use?



      Writing a normal closure



      ELISP> (setq counter (let ((x 0)) (lambda () (cl-incf x))))
      (closure
      ((x . 0)
      t)
      nil
      (cl-incf x))

      ELISP> (funcall counter)
      1 (#o1, #x1, ?C-a)
      ELISP> counter
      (closure
      ((x . 1)
      t)
      nil
      (cl-incf x))


      Writing a literal closure:



      ELISP> (setq even-counter '(closure ((x . 0) t) nil (cl-incf x 2)))
      (closure
      ((x . 0)
      t)
      nil
      (cl-incf x 2))

      ELISP> (funcall even-counter)
      2 (#o2, #x2, ?C-b)
      ELISP> even-counter)
      *** IELM error *** More than one sexp in input
      ELISP> even-counter
      (closure
      ((x . 2)
      t)
      nil
      (cl-incf x 2))


      So they both work, and are the same type, since they don't will have non-readable types (i.e buffer) inside they will work equally. further more they are the same type:



      ELISP> (type-of even-counter)
      cons
      ELISP> (type-of counter)
      cons


      But I couldn't find any constructor for building a closure.
      So I suppose that his is one of the cases of homoiconicity of lisp.
      To Sum up:




      • Will be useful to write/build literal closures?

      • Should it be a good practice? any example?

      • Why the closure is not a real type instead of cons?







      elisp lexical-scoping dynamic-scoping lexical-binding closures






      share|improve this question















      share|improve this question













      share|improve this question




      share|improve this question








      edited Dec 13 at 14:40









      sds

      3,671826




      3,671826










      asked Dec 13 at 14:31









      anquegi

      298214




      298214






















          1 Answer
          1






          active

          oldest

          votes


















          7














          You asked:





          • Will be useful to write/build literal closures?

          • Should it be a good practice? any example?

          • Why the closure is not a real type instead of cons?




          All three questions are answered with the following quote of the elisp manual:




          However, the fact that the internal structure of a closure is exposed to
          the rest of the Lisp world is considered an internal implementation
          detail. For this reason, we recommend against directly examining or
          altering the structure of closure objects.




          So you should not rely on the structure of closure objects and the answer to your first and second question is: `No´.



          About your third question: cons is also a real type.
          I think you actually ask why (type-of counter) does not return something closure specific but cons. The above quote also answers that question. Closures are currently represented by lists. Therefore type-of cannot differentiate between closure and a list with the symbol closure as first element.






          share|improve this answer























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            1 Answer
            1






            active

            oldest

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            active

            oldest

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            active

            oldest

            votes









            7














            You asked:





            • Will be useful to write/build literal closures?

            • Should it be a good practice? any example?

            • Why the closure is not a real type instead of cons?




            All three questions are answered with the following quote of the elisp manual:




            However, the fact that the internal structure of a closure is exposed to
            the rest of the Lisp world is considered an internal implementation
            detail. For this reason, we recommend against directly examining or
            altering the structure of closure objects.




            So you should not rely on the structure of closure objects and the answer to your first and second question is: `No´.



            About your third question: cons is also a real type.
            I think you actually ask why (type-of counter) does not return something closure specific but cons. The above quote also answers that question. Closures are currently represented by lists. Therefore type-of cannot differentiate between closure and a list with the symbol closure as first element.






            share|improve this answer




























              7














              You asked:





              • Will be useful to write/build literal closures?

              • Should it be a good practice? any example?

              • Why the closure is not a real type instead of cons?




              All three questions are answered with the following quote of the elisp manual:




              However, the fact that the internal structure of a closure is exposed to
              the rest of the Lisp world is considered an internal implementation
              detail. For this reason, we recommend against directly examining or
              altering the structure of closure objects.




              So you should not rely on the structure of closure objects and the answer to your first and second question is: `No´.



              About your third question: cons is also a real type.
              I think you actually ask why (type-of counter) does not return something closure specific but cons. The above quote also answers that question. Closures are currently represented by lists. Therefore type-of cannot differentiate between closure and a list with the symbol closure as first element.






              share|improve this answer


























                7












                7








                7






                You asked:





                • Will be useful to write/build literal closures?

                • Should it be a good practice? any example?

                • Why the closure is not a real type instead of cons?




                All three questions are answered with the following quote of the elisp manual:




                However, the fact that the internal structure of a closure is exposed to
                the rest of the Lisp world is considered an internal implementation
                detail. For this reason, we recommend against directly examining or
                altering the structure of closure objects.




                So you should not rely on the structure of closure objects and the answer to your first and second question is: `No´.



                About your third question: cons is also a real type.
                I think you actually ask why (type-of counter) does not return something closure specific but cons. The above quote also answers that question. Closures are currently represented by lists. Therefore type-of cannot differentiate between closure and a list with the symbol closure as first element.






                share|improve this answer














                You asked:





                • Will be useful to write/build literal closures?

                • Should it be a good practice? any example?

                • Why the closure is not a real type instead of cons?




                All three questions are answered with the following quote of the elisp manual:




                However, the fact that the internal structure of a closure is exposed to
                the rest of the Lisp world is considered an internal implementation
                detail. For this reason, we recommend against directly examining or
                altering the structure of closure objects.




                So you should not rely on the structure of closure objects and the answer to your first and second question is: `No´.



                About your third question: cons is also a real type.
                I think you actually ask why (type-of counter) does not return something closure specific but cons. The above quote also answers that question. Closures are currently represented by lists. Therefore type-of cannot differentiate between closure and a list with the symbol closure as first element.







                share|improve this answer














                share|improve this answer



                share|improve this answer








                edited Dec 15 at 2:42









                Drew

                46.8k462104




                46.8k462104










                answered Dec 13 at 16:24









                Tobias

                12.6k1832




                12.6k1832






























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