simplify radix-tree to map keys to lists of data
This commit is contained in:
parent
fc7593c32d
commit
178a225baa
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@ -2,14 +2,13 @@
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(require "iputil.rkt")
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(require "iputil.rkt")
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(provide make-rt rt-update! rt-lookup rt-dump rt-flatten)
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(provide make-rt rt-add! rt-del! rt-lookup rt-dump rt-flatten)
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;; Radix tree implementation for efficient routing lookups
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;; Radix tree implementation for efficient routing lookups
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;; This module provides a radix tree type indexed by bit-lists (lists of booleans representing IP
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;; This module provides a radix tree type indexed by bit-lists (lists of booleans representing IP
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;; address bits), which supports arbitary node data at any tree depth. Lookup always find the most
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;; address bits), which supports arbitary node data at any tree depth. Lookup finds all the matches.
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;; specific match.
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;; An RT is a (rt-node RTedge RTedge Any)
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;; An RT is a (rt-node RTedge RTedge [Listof Any])
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;; An RTkey is a [Listof Bool]
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;; An RTkey is a [Listof Bool]
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;; An RTedge is a (rt-edge RTkey RT)
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;; An RTedge is a (rt-edge RTkey RT)
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(struct rt-node [edge0 edge1 data] #:transparent #:mutable)
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(struct rt-node [edge0 edge1 data] #:transparent #:mutable)
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@ -17,13 +16,10 @@
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;; (represented by whether this was an edge0 or edge1 in the parent node)
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;; (represented by whether this was an edge0 or edge1 in the parent node)
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(struct rt-edge [label target] #:transparent)
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(struct rt-edge [label target] #:transparent)
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;; A unique symbol representing no data associated with a certain node
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(define empty-node-data '()) ;(gensym 'MEOW)
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;; -> RT
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;; -> RT
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;; Creates a new empty RT
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;; Creates a new empty RT
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(define (make-rt)
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(define (make-rt)
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(rt-node #f #f empty-node-data))
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(rt-node #f #f '()))
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;; Helper functions for rt-node struct access based on whether the edge is 1 or 0
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;; Helper functions for rt-node struct access based on whether the edge is 1 or 0
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(define (rt-getter bit) (if bit rt-node-edge1 rt-node-edge0))
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(define (rt-getter bit) (if bit rt-node-edge1 rt-node-edge0))
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@ -64,14 +60,13 @@
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[next-edge (list 'partial node next-edge next-common-len key (cons node visited))]
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[next-edge (list 'partial node next-edge next-common-len key (cons node visited))]
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[else (list 'no-match node key (cons node visited))]))]))
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[else (list 'no-match node key (cons node visited))]))]))
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;; RT RTkey (Any -> Any) (-> Any)
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;; RT RTkey Any -> Void
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;; Updates the radix tree for the given key, using updater and failure-result like the standard
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;; Updates the radix tree for the given key, adding the elem to the data at that key.
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;; racket -update! abstraction
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(define (rt-add! node key elem)
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(define (rt-update! node key updater failure-result)
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(define (insert-node! node key)
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(define (insert-node! node key)
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(let* ([bit (first key)]
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(let* ([bit (first key)]
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[setter! (rt-setter bit)])
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[setter! (rt-setter bit)])
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(setter! node (rt-edge key (rt-node #f #f (updater (failure-result)))))))
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(setter! node (rt-edge key (rt-node #f #f (list elem))))))
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(define (split-node! node key orig-edge prefix-len)
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(define (split-node! node key orig-edge prefix-len)
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(let* ([bit (first key)]
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(let* ([bit (first key)]
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[setter! (rt-setter bit)]
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[setter! (rt-setter bit)]
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@ -82,54 +77,52 @@
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(let* ([next-bit (list-ref orig-label prefix-len)]
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(let* ([next-bit (list-ref orig-label prefix-len)]
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[common-node (rt-node (if next-bit #f new-orig-edge)
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[common-node (rt-node (if next-bit #f new-orig-edge)
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(if next-bit new-orig-edge #f)
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(if next-bit new-orig-edge #f)
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(updater (failure-result)))]
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(list elem))]
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[common-edge (rt-edge (take key prefix-len) common-node)])
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[common-edge (rt-edge (take key prefix-len) common-node)])
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(setter! node common-edge))
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(setter! node common-edge))
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(let* ([new-insert-edge (rt-edge (drop key prefix-len)
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(let* ([new-insert-edge (rt-edge (drop key prefix-len)
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(rt-node #f #f (updater (failure-result))))]
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(rt-node #f #f (list elem)))]
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[diff-bit (list-ref key prefix-len)]
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[diff-bit (list-ref key prefix-len)]
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[common-node (rt-node (if diff-bit new-orig-edge new-insert-edge)
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[common-node (rt-node (if diff-bit new-orig-edge new-insert-edge)
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(if diff-bit new-insert-edge new-orig-edge)
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(if diff-bit new-insert-edge new-orig-edge)
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empty-node-data)]
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'())]
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[common-edge (rt-edge (take key prefix-len) common-node)])
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[common-edge (rt-edge (take key prefix-len) common-node)])
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(setter! node common-edge)))))
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(setter! node common-edge)))))
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(match (rt-partial-iterate node key)
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(match (rt-partial-iterate node key)
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[(list 'exact node)
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[(list 'exact node)
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(set-rt-node-data!
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(set-rt-node-data! node
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node
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(cons elem (rt-node-data node)))]
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(let ([d (rt-node-data node)])
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(updater
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(if (eq? d empty-node-data) (failure-result) d))))]
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[(list 'partial node orig-edge prefix-len partial-key visited)
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[(list 'partial node orig-edge prefix-len partial-key visited)
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(split-node! node partial-key orig-edge prefix-len)]
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(split-node! node partial-key orig-edge prefix-len)]
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[(list 'no-match node partial-key visited)
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[(list 'no-match node partial-key visited)
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(insert-node! node partial-key)]))
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(insert-node! node partial-key)]))
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;; RT RTkey (-> Any) -> Any
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;; RT RTKey (Any -> Boolean) -> Void
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;; Looks up the most specific match for the given key in the tree, using failure-result if nothing
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;; Delete all entries under the given key
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;; was found
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(define (rt-del! node key del?)
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(define (rt-lookup node key failure-result)
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(for ([node (in-list (match (rt-partial-iterate node key)
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(define (find-first-with-data nodes)
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[(list 'exact node) (list node)]
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(or (for/first ([node (in-list nodes)]
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[(list _ ... visited) visited]))])
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#:when (not (eq? empty-node-data (rt-node-data node))))
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(set-rt-node-data! node
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(rt-node-data node))
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(filter (negate del?)
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(failure-result)))
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(rt-node-data node)))))
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(find-first-with-data
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;; RT RTkey -> [Listof Any]
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;; Looks up all the matches for the given key in the tree, ordered from most-specific to
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;; least-specific.
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(define (rt-lookup node key)
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(match (rt-partial-iterate node key)
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(match (rt-partial-iterate node key)
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[(list 'exact node)
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[(list 'exact node) (rt-node-data node)]
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(list node)]
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[(list _ ... visited) (append-map rt-node-data visited)]))
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[(list _ ... visited)
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visited])))
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;; RT -> [Listof Any]
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;; RT -> [Listof Any]
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;; Converts the tree into a flat list of all contained node data
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;; Converts the tree into a flat list of all contained node data
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(define (rt-flatten node)
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(define (rt-flatten node)
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(define (flatten-edge e) (if e (rt-flatten (rt-edge-target e)) '()))
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(define (flatten-edge e)
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(let* ([e1 (rt-node-edge0 node)]
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(if e (rt-flatten (rt-edge-target e)) '()))
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[e2 (rt-node-edge1 node)]
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(append (rt-node-data node)
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[data (rt-node-data node)]
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(flatten-edge (rt-node-edge0 node))
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[rst (apply append (map flatten-edge (list e1 e2)))])
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(flatten-edge (rt-node-edge1 node))))
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(if (equal? data empty-node-data) rst (cons data rst))))
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;; RT [Str] ->
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;; RT [Str] ->
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;; Debug print function that dumps the tree to current-output-port in a vaguely human-readable
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;; Debug print function that dumps the tree to current-output-port in a vaguely human-readable
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(displayln (format "~a edge1 ~a" prefix (rt-edge-label edge1)))
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(displayln (format "~a edge1 ~a" prefix (rt-edge-label edge1)))
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(rt-dump (rt-edge-target edge1) (string-append prefix " "))))
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(rt-dump (rt-edge-target edge1) (string-append prefix " "))))
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(define test (make-rt))
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(module+ test
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(define (str->bl x)
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(define (str->bl x)
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(map (curry equal? #\1) (string->list x)))
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(map (curry equal? #\1) (string->list x)))
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(define test (make-rt))
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(define (test-insert! x)
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(define (test-insert! x)
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(rt-update!
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(rt-add! test (str->bl x) x))
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test
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(str->bl x)
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(test-insert! "0001")
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(lambda (_) x)
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(test-insert! "")
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(lambda () x)))
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(rt-dump test)
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; (test-insert! "0001")
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(test-insert! "0001")
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; (test-insert! "")
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(test-insert! "000")
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; (rt-dump test)
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(test-insert! "0")
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; (test-insert! "0001")
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(rt-dump test)
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; (test-insert! "000")
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(rt-partial-iterate test (str->bl "0001"))
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; (test-insert! "0")
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(rt-lookup test (str->bl "0000"))
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; (rt-dump test)
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; (rt-partial-iterate test (str->bl "0001"))
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; (rt-lookup test (str->bl "0000") (lambda () (error "bad")))
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; (test-insert! "0001")
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; (test-insert! "0001")
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; (test-insert! "1000")
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; (test-insert! "1000")
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; (test-insert! "1010")
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; (test-insert! "1010")
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; (test-insert! "0011")
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; (test-insert! "0011")
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; (test-insert! "0000")
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; (test-insert! "0000")
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)
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43
router
43
router
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(define flipped-net (subnet-flip-last (route-subnet r)))
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(define flipped-net (subnet-flip-last (route-subnet r)))
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(define flipped-bl (subnet->bl flipped-net))
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(define flipped-bl (subnet->bl flipped-net))
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(define flipped-route (struct-copy route r [subnet flipped-net]))
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(define flipped-route (struct-copy route r [subnet flipped-net]))
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(define aggregate-route (rt-lookup rt flipped-bl (lambda () '())))
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(cond
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(cond
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[(member (cons peer flipped-route) aggregate-route)
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[(member (cons peer flipped-route)
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(define new-aggregate-route (remove (cons peer flipped-route) aggregate-route))
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(rt-lookup rt flipped-bl))
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(rt-update! rt flipped-bl (lambda (_) new-aggregate-route) (lambda () '()))
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(define r* (struct-copy route r [subnet (subnet-drop-last (route-subnet r))]))
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(router-add! rt (struct-copy route r [subnet (subnet-drop-last (route-subnet r))]) peer)]
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(rt-del! rt flipped-bl (curry equal? (cons peer flipped-route)))
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[else (rt-update! rt
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(router-add! rt r* peer)]
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[else
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(rt-add! rt
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(subnet->bl (route-subnet r))
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(subnet->bl (route-subnet r))
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(lambda (rst) (cons (cons peer r) rst))
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(cons peer r))]))
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(lambda () '()))]))
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;; Router Route Peer -> Void
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;; Router Route Peer -> Void
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;; Tries to find the given route and removes it from the routing database
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;; Tries to find the given route and removes it from the routing database
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(define (router-revoke! rt subnet peer)
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(define (router-revoke! rt subnet peer)
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;; [Listof [Cons Peer Route]] -> [Listof [Cons Peer Route]]
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(rt-del! rt
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;; Removes route r from the given list, if present
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(define (remove-route routes)
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(filter (lambda (el) (not (and (equal? (car el) peer)
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(equal? (route-subnet (cdr el)) subnet))))
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routes))
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(rt-update! rt
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(subnet->bl subnet)
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(subnet->bl subnet)
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(lambda (lst) (remove-route lst))
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(lambda (el)
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(lambda () '())))
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(and (equal? (car el) peer)
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(equal? (route-subnet (cdr el)) subnet)))))
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;; IP -> IP
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;; IP -> IP
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;; Calculates our local IP on the subnet with peer p
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;; Calculates our local IP on the subnet with peer p
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[y2 (mapper r2)])
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[y2 (mapper r2)])
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(cond [(< x2 y2) (meow #t)]
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(cond [(< x2 y2) (meow #t)]
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[(> x2 y2) (meow #f)])))
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[(> x2 y2) (meow #f)])))
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(cmp (compose - subnet-mask route-subnet))
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(cmp (compose - route-pref))
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(cmp (compose - route-pref))
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(cmp (lambda (x) (if (route-self-origin? x) 0 1)))
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(cmp (lambda (x) (if (route-self-origin? x) 0 1)))
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(cmp (compose length route-as-path))
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(cmp (compose length route-as-path))
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;; Router IP -> (U Peer #f)
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;; Router IP -> (U Peer #f)
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;; Finds the most specific route for the given IP
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;; Finds the most specific route for the given IP
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(define (router-find-best rt src-ip)
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(define (router-find-best rt src-ip)
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(match (sort (rt-lookup rt
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(match (sort (rt-lookup rt (ip->bl src-ip))
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(ip->bl src-ip)
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(λ () '()))
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route<
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route<
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#:key cdr)
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#:key cdr)
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[(list* (cons peer _) _) peer]
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[(list* (cons peer _) _) peer]
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;; Router -> Msg
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;; Router -> Msg
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;; Creates a table message with a dump of the current routing table
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;; Creates a table message with a dump of the current routing table
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(define (router-dump rt src dst)
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(define (router-dump rt src dst)
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(define routing-table (rt-flatten rt))
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(msg:table (peer-ip->own-ip src) src
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(msg:table (peer-ip->own-ip src) src
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(for/fold ([entries '()]) ([routes (in-list routing-table)])
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(for/list ([el (in-list (rt-flatten rt))])
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(append entries (map (lambda (route)
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(list (route-subnet (cdr el))
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(list (route-subnet (cdr route))
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(route-nexthop (cdr el))))))
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(route-nexthop (cdr route))))
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routes)))))
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;; Peer Route Int -> Msg
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;; Peer Route Int -> Msg
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;; Creates an update message based on a received update message r that we can forward to other
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;; Creates an update message based on a received update message r that we can forward to other
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