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Task/Set-consolidation/REXX/set-consolidation.rexx
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Task/Set-consolidation/REXX/set-consolidation.rexx
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/*REXX program demonstrates a method of set consolidating using some sample sets. */
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@.=; @.1 = '{A,B} {C,D}'
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@.2 = "{A,B} {B,D}"
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@.3 = '{A,B} {C,D} {D,B}'
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@.4 = '{H,I,K} {A,B} {C,D} {D,B} {F,G,H}'
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@.5 = '{snow,ice,slush,frost,fog} {icebergs,icecubes} {rain,fog,sleet}'
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do j=1 while @.j\=='' /*traipse through each of sample sets. */
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call SETconsolidate @.j /*have the function do the heavy work. */
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end /*j*/
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exit 0 /*stick a fork in it, we're all done. */
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/*──────────────────────────────────────────────────────────────────────────────────────*/
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isIn: return wordpos(arg(1), arg(2))\==0 /*is (word) argument 1 in the set arg2?*/
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/*──────────────────────────────────────────────────────────────────────────────────────*/
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SETconsolidate: procedure; parse arg old; #= words(old); new=
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say ' the old set=' space(old)
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do k=1 for # /* [↓] change all commas to a blank. */
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!.k= translate( word(old, k), , '},{') /*create a list of words (aka, a set).*/
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end /*k*/ /* [↑] ··· and also remove the braces.*/
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do until \changed; changed= 0 /*consolidate some sets (well, maybe).*/
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do set=1 for #-1
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do item=1 for words(!.set); x= word(!.set, item)
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do other=set+1 to #
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if isIn(x, !.other) then do; changed= 1 /*it's changed*/
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!.set= !.set !.other; !.other=
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iterate set
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end
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end /*other*/
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end /*item */
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end /*set */
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end /*until ¬changed*/
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do set=1 for #; $= /*elide dups*/
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do items=1 for words(!.set); x= word(!.set, items)
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if x==',' then iterate; if x=='' then leave
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$= $ x /*build new.*/
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do until \isIn(x, !.set); _= wordpos(x, !.set)
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_= wordpos(x, !.set)
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!.set= subword(!.set, 1, _-1) ',' subword(!.set, _+1) /*purify set*/
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end /*until ¬isIn ··· */
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end /*items*/
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!.set= translate( strip($), ',', " ")
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end /*set*/
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do i=1 for #; if !.i=='' then iterate /*ignore any set that is a null set. */
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new= space(new '{'!.i"}") /*prepend and append a set identifier. */
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end /*i*/
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say ' the new set=' new; say
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return
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