Family Day update

This commit is contained in:
Ingy döt Net 2020-02-17 23:21:07 -08:00
parent aac6731f2c
commit 9ad63ea473
2442 changed files with 39761 additions and 8255 deletions

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USING: kernel sequences combinators accessors assocs math hashtables math.order
sorting.slots classes formatting prettyprint ;
IN: huffman
! -------------------------------------
! CLASSES -----------------------------
! -------------------------------------
TUPLE: huffman-node
weight element encoding left right ;
! For nodes
: <huffman-tnode> ( left right -- huffman )
huffman-node new [ left<< ] [ swap >>right ] bi ;
! For leafs
: <huffman-node> ( element -- huffman )
1 swap f f f huffman-node boa ;
! --------------------------------------
! INITIAL HASHTABLE --------------------
! --------------------------------------
<PRIVATE
! Increment node if it already exists
! Else make it and add it to the hash-table
: huffman-gen ( element nodes -- )
2dup at
[ [ [ 1 + ] change-weight ] change-at ]
[ [ dup <huffman-node> swap ] dip set-at ] if ;
! Curry node-hash. Then each over the seq
! to get the weighted values
: (huffman) ( nodes seq -- nodes )
dup [ [ huffman-gen ] curry each ] dip ;
! ---------------------------------------
! TREE GENERATION -----------------------
! ---------------------------------------
: (huffman-weight) ( node1 node2 -- weight )
[ weight>> ] dup bi* + ;
! Combine two nodes into the children of a parent
! node which has a weight equal to their collective
! weight
: (huffman-combine) ( node1 node2 -- node3 )
[ (huffman-weight) ]
[ <huffman-tnode> ] 2bi
swap >>weight ;
! Generate a tree by combining nodes
! in the priority queue until we're
! left with the root node
: (huffman-tree) ( nodes -- tree )
dup rest empty?
[ first ] [
{ { weight>> <=> } } sort-by
[ rest rest ] [ first ]
[ second ] tri
(huffman-combine) prefix
(huffman-tree)
] if ; recursive
! --------------------------------------
! ENCODING -----------------------------
! --------------------------------------
: (huffman-leaf?) ( node -- bool )
[ left>> huffman-node instance? ]
[ right>> huffman-node instance? ] bi and not ;
: (huffman-leaf) ( leaf bit -- )
swap encoding<< ;
DEFER: (huffman-encoding)
! Recursively walk the nodes left and right
: (huffman-node) ( bit nodes -- )
[ 0 suffix ] [ 1 suffix ] bi
[ [ left>> ] [ right>> ] bi ] 2dip
[ swap ] dip
[ (huffman-encoding) ] 2bi@ ;
: (huffman-encoding) ( bit nodes -- )
over (huffman-leaf?)
[ (huffman-leaf) ]
[ (huffman-node) ] if ;
PRIVATE>
! -------------------------------
! USER WORDS --------------------
! -------------------------------
: huffman-print ( nodes -- )
"Element" "Weight" "Code" "\n%10s\t%10s\t%6s\n" printf
{ { weight>> >=< } } sort-by
[ [ encoding>> ] [ element>> ] [ weight>> ] tri
"%8c\t%7d\t\t" printf pprint "\n" printf ] each ;
: huffman ( sequence -- nodes )
H{ } clone (huffman) values
[ (huffman-tree) { } (huffman-encoding) ] keep ;
! ---------------------------------
! USAGE ---------------------------
! ---------------------------------
! { 1 2 3 4 } huffman huffman-print
! "this is an example of a huffman tree" huffman huffman-print
! Element Weight Code
! 7 { 0 0 0 }
! a 4 { 1 1 1 }
! e 4 { 1 1 0 }
! f 3 { 0 0 1 0 }
! h 2 { 1 0 1 0 }
! i 2 { 0 1 0 1 }
! m 2 { 0 1 0 0 }
! n 2 { 0 1 1 1 }
! s 2 { 0 1 1 0 }
! t 2 { 0 0 1 1 }
! l 1 { 1 0 1 1 1 }
! o 1 { 1 0 1 1 0 }
! p 1 { 1 0 0 0 1 }
! r 1 { 1 0 0 0 0 }
! u 1 { 1 0 0 1 1 }
! x 1 { 1 0 0 1 0 }

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(define phrase "this is an example for huffman encoding")
; prepare initial probabilities table
(define table (ff->list
(fold (lambda (ff x)
(put ff x (+ (ff x 0) 1)))
{}
(string->runes phrase))))
; just sorter...
(define (resort l)
(sort (lambda (x y) (< (cdr x) (cdr y))) l))
; ...to sort table
(define table (resort table))
; build huffman tree
(define tree
(let loop ((table table))
(if (null? (cdr table))
(car table)
(loop (resort (cons
(cons
{ 1 (car table) 0 (cadr table)}
(+ (cdar table) (cdadr table)))
(cddr table)))))))
; huffman codes
(define codes
(map (lambda (i)
(call/cc (lambda (return)
(let loop ((prefix #null) (tree tree))
(if (ff? (car tree))
(begin
(loop (cons 0 prefix) ((car tree) 0))
(loop (cons 1 prefix) ((car tree) 1)))
(if (eq? (car tree) i)
(return (reverse prefix))))))))
(map car table)))

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(print "weights: ---------------------------")
(for-each (lambda (ch)
(print (string (car ch)) ": " (cdr ch)))
(reverse table))
(print "codes: -----------------------------")
(map (lambda (char code)
(print (string char) ": " code))
(reverse (map car table))
(reverse codes))