math.extras: two versions of search-sorted.
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@ -73,8 +73,20 @@ IN: math.extras.test
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{ 57/200 } [ { 80 60 10 20 30 } herfindahl ] unit-test
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{ 17/160 } [ { 80 60 10 20 30 } normalized-herfindahl ] unit-test
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{ 1 } [ 1 5 iota search-sorted] ] unit-test
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{ 2 } [ 1.5 5 iota search-sorted] ] unit-test
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{ 2 } [ 2 5 iota search-sorted] ] unit-test
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{ 2 } [ 1 5 iota search-sorted) ] unit-test
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{ 2 } [ 1.5 5 iota search-sorted) ] unit-test
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{ 3 } [ 2 5 iota search-sorted) ] unit-test
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{ { 0 5 1 2 2 } } [
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{ -10 10 2 2.5 3 } [ { 1 2 3 4 5 } search-sorted ] map
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{ -10 10 2 2.5 3 } { 1 2 3 4 5 } digitize]
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] unit-test
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{ { 0 5 2 2 3 } } [
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{ -10 10 2 2.5 3 } { 1 2 3 4 5 } digitize)
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] unit-test
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{
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@ -138,3 +150,6 @@ IN: math.extras.test
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{ { 0 1 2 3 0 0 1 } } [ { 1 2 3 3 2 1 2 } [ <= ] monotonic-count ] unit-test
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{ 4 } [ { 1 2 3 1 2 3 4 5 } [ < ] max-monotonic-count ] unit-test
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{ 1.0 0.5 } [ 1.5 modf ] unit-test
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{ -1.0 -0.5 } [ -1.5 modf ] unit-test
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@ -197,15 +197,24 @@ PRIVATE>
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: exponential-index ( seq -- x )
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dup sum '[ _ / dup ^ ] map-product ;
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: search-sorted ( obj seq -- i )
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: search-sorted] ( obj seq -- i )
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swap '[ [ _ >= ] find drop dup ] [ length ] bi ? ;
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: search-sorted) ( obj seq -- i )
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swap '[ [ _ > ] find drop dup ] [ length ] bi ? ;
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: weighted-random ( histogram -- obj )
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unzip cum-sum [ last random ] [ search-sorted ] bi swap nth ;
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unzip cum-sum [ last random ] [ search-sorted] ] bi swap nth ;
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: unique-indices ( seq -- unique indices )
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[ members ] keep over dup length iota H{ } zip-as '[ _ at ] map ;
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: digitize] ( seq bins -- seq' )
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'[ _ search-sorted] ] map ;
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: digitize) ( seq bins -- seq' )
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'[ _ search-sorted) ] map ;
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<PRIVATE
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: steps ( a b length -- a b step )
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