[erlang-questions] How can I make a list of this

[Roelof Wobben]

Op 19-8-2015 om 4:57 schreef Richard A. O'Keefe:
> On 19/08/2015, at 6:13 am, Roelof Wobben <r.wobben@REDACTED> wrote:
>
>> Hello,
>>
>> Im still trying to solve exercise 2 of chapter 8 of Programming erlang.
>>
>> Now I succeed in finding all functions that are exported by a module.
>>
>> I see now this output :
>>
>> [{get_rc,0}, {close,1}, {peername,1}, {setpeername,2}, {peernames,...}, {...}|...], [{module,2},{module_info,0},{module_info,1}], [{new,0},{is_set,1},{size,...},{...}|...], [{server,3},{interfaces,...},{...}|...], [{init_it,...},{...}|...], [{...}|...], [...]|...]
>>
>> So I have list which are containing more list which contains one of more tuples
>>
>> Is it possible to convert this to for example [get_rc/0, peername/1, peernames/? , module/2 ]
> There is no get_rc/0 data structure.
> When you have F/N in a declaration, it is converted to {F,N}.
> [{get_rc,0}, {peername,1}, ...] is as close as you are going to get.
>
>> I need the nice output because I have to sort them and then count them.
> No you don't.
> You can sort a list of tuples.
> 1> lists:sort([{c,3},{a,2},{b,4},{a,1},{c,2}]).
> [{a,1},{a,2},{b,4},{c,2},{c,3}]
>
> Given a sorted list,
>
> sorted_list_unique_count(L) ->
>     sorted_list_unique_count(L, 0).
>
> sorted_list_unique_count([X|Xs=[X|_]], N) -> % duplicate
>      sorted_list_unique_count(Xs, N);
> sorted_list_unique_count([_|Xs], N) ->       % non-duplicate
>      sorted_list_unique_count(Xs, N+1);
> sorted_list_unique_count([], N) ->
>      N.
>
> You can print such a list prettily if you want:
>
> format_functor_list(Fs) ->
>      format_functor_list(Fs, "").
>
> format_functor_list([{F,N}|Fs], Sep) ->
>      io:format("~s~w/~w", [Sep, F,N]),
>      format_functor_list(Fs, ", ");
> format_functor_list([], _) ->
>      ok.
>
>
>
>

Still my question stands. How do I get a nice list of the ourcome of the 
exports of the functions ot more then 1 module.
I now have a list of list of tuples where every list is the outcome of 1 
module.

Roelof


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