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Re: Circular lists/shared structures in org-element parse-tree
From: |
Pascal J. Bourguignon |
Subject: |
Re: Circular lists/shared structures in org-element parse-tree |
Date: |
Fri, 28 Jun 2013 23:26:03 +0200 |
User-agent: |
Gnus/5.13 (Gnus v5.13) Emacs/24.2 (gnu/linux) |
Thorsten Jolitz <tjolitz@gmail.com> writes:
> [Originally posted on the Org-mode mailing list, but I post it here too
> since it is more an elisp oriented mailing list]
>
> Hi List,
>
> I wonder how I can find out in a (elisp) program the points in the parse
> tree (returned by org-element-parse-buffer) where shared structures are
> used.
>
> In the read-syntax, its easy to see (especially with `print-circle' set
> to non-nil):
>
> #+begin_src emacs-lisp
> #2=(org-data nil #1=(headline (:raw-value "header 1"
> [...] :parent #2#) [...]
> #+end_src
>
> but when processing the parse tree as a list in elisp, how can I detect the
> fact that
>
> ,------------
> | :parent #2#
> `------------
>
> refers to
>
> ,-----------------
> | #2=(org-data nil
> `-----------------
>
> i.e. points back to an already existing structure?
1- there is not a unique solution in general: it depends on the order in
which you choose to walk the branches.
2- you just walk the cons tree, checking if you've not already visited
them.
Something like this:
(let* ((counter 0)
(objects (make-hash-table)))
(labels ((walk (object)
(let ((reference (gethash object objects))))
(if reference
(already-seen object reference))
(progn
(new-reference object
(setf (gethash object objects) (incf
counter)))
(cond
((vector object)
(dotimes (i (length vector))
(walk (aref vector i))))
((cons object)
(walk (car object))
(walk (cdr object)))
( ; you may also want to walk structures,
; hashtable, etc
)))))
(walk root)))
If you don't want to generate references for objects present only once,
then you can transform this in a two-pass algorithm where you first fill
the hash-table with a counter of occurence:
(incf (gethash object objects 0))
and then only keep and renumber the entries that have a value greater
than 1.
--
__Pascal Bourguignon__ http://www.informatimago.com/
A bad day in () is better than a good day in {}.
You know you've been lisping too long when you see a recent picture of George
Lucas and think "Wait, I thought John McCarthy was dead!" -- Dalek_Baldwin