sliding-groups
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255a86c2df
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cb83172578
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! Copyright (C) 2005, 2007 Slava Pestov.
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! Copyright (C) 2005, 2008 Slava Pestov.
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! See http://factorcode.org/license.txt for BSD license.
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USING: kernel math namespaces strings arrays vectors sequences
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sets math.order ;
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sets math.order accessors ;
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IN: splitting
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TUPLE: groups seq n sliced? ;
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TUPLE: abstract-groups seq n ;
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: check-groups 0 <= [ "Invalid group count" throw ] when ;
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: check-groups dup 0 <= [ "Invalid group count" throw ] when ; inline
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: construct-groups ( seq n class -- groups )
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>r check-groups r> boa ; inline
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GENERIC: group@ ( n groups -- from to seq )
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M: abstract-groups nth group@ subseq ;
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M: abstract-groups set-nth group@ <slice> 0 swap copy ;
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M: abstract-groups like drop { } like ;
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INSTANCE: abstract-groups sequence
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TUPLE: groups < abstract-groups ;
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: <groups> ( seq n -- groups )
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dup check-groups f groups boa ; inline
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: <sliced-groups> ( seq n -- groups )
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<groups> t over set-groups-sliced? ;
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groups construct-groups ; inline
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M: groups length
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dup groups-seq length swap groups-n [ + 1- ] keep /i ;
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[ seq>> length ] [ n>> ] bi [ + 1- ] keep /i ;
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M: groups set-length
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[ groups-n * ] keep groups-seq set-length ;
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[ n>> * ] [ seq>> ] bi set-length ;
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: group@ ( n groups -- from to seq )
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[ groups-n [ * dup ] keep + ] keep
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groups-seq [ length min ] keep ;
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M: groups group@
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[ n>> [ * dup ] keep + ] [ seq>> ] bi [ length min ] keep ;
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M: groups nth
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[ group@ ] keep
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groups-sliced? [ <slice> ] [ subseq ] if ;
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TUPLE: sliced-groups < groups ;
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M: groups set-nth
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group@ <slice> 0 swap copy ;
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: <sliced-groups> ( seq n -- groups )
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sliced-groups construct-groups ; inline
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M: groups like drop { } like ;
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M: sliced-groups nth group@ <slice> ;
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INSTANCE: groups sequence
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TUPLE: sliding-groups < abstract-groups ;
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: <sliding-groups> ( seq n -- groups )
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sliding-groups construct-groups ; inline
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M: sliding-groups length
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[ seq>> length ] [ n>> ] bi - 1+ ;
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M: sliding-groups set-length
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[ n>> + 1- ] [ seq>> ] bi set-length ;
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M: sliding-groups group@
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[ n>> over + ] [ seq>> ] bi ;
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TUPLE: sliced-sliding-groups < groups ;
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: <sliced-sliding-groups> ( seq n -- groups )
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sliced-sliding-groups construct-groups ; inline
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M: sliced-sliding-groups nth group@ <slice> ;
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: group ( seq n -- array ) <groups> { } like ;
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