How to resolve the algorithm Multisplit step by step in the Factor programming language
How to resolve the algorithm Multisplit step by step in the Factor programming language
Table of Contents
Problem Statement
It is often necessary to split a string into pieces based on several different (potentially multi-character) separator strings, while still retaining the information about which separators were present in the input. This is particularly useful when doing small parsing tasks. The task is to write code to demonstrate this. The function (or procedure or method, as appropriate) should take an input string and an ordered collection of separators. The order of the separators is significant: The delimiter order represents priority in matching, with the first defined delimiter having the highest priority. In cases where there would be an ambiguity as to which separator to use at a particular point (e.g., because one separator is a prefix of another) the separator with the highest priority should be used. Delimiters can be reused and the output from the function should be an ordered sequence of substrings. Test your code using the input string “a!===b=!=c” and the separators “==”, “!=” and “=”. For these inputs the string should be parsed as "a" (!=) "" (==) "b" (=) "" (!=) "c", where matched delimiters are shown in parentheses, and separated strings are quoted, so our resulting output is "a", empty string, "b", empty string, "c". Note that the quotation marks are shown for clarity and do not form part of the output. Extra Credit: provide information that indicates which separator was matched at each separation point and where in the input string that separator was matched.
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Step by Step solution about How to resolve the algorithm Multisplit step by step in the Factor programming language
Source code in the factor programming language
USING: arrays fry kernel make sequences ;
IN: rosetta-code.multisplit
: first-subseq ( seq separators -- n separator )
tuck
[ [ subseq-index ] dip 2array ] withd map-index sift-keys
[ drop f f ] [ [ first ] infimum-by first2 rot nth ] if-empty ;
: multisplit ( string separators -- seq )
'[
[ dup _ first-subseq dup ] [
length -rot cut-slice [ , ] dip swap tail-slice
] while 2drop ,
] { } make ;
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