AltBinaryRandomAccessList
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AltBinRndAccList<'T>
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BankersDeque
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BankersDeque<'T>
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BankersQueue
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BankersQueue<'T>
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BatchedDeque
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BatchedDeque<'T>
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BatchedQueue
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BatchedQueue<'T>
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BinaryRandomAccessList
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BinaryRandomAccessList<'T>
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BinaryRoseTree
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BinaryRoseTree<'T>
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Multi-way tree, also known as rose tree.
This RoseTree uses a Vector for the children RoseTree forest.
Adapted from @mausch F# adaptation of Experimental.RoseTree.
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BinaryTree<'T>
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A simple binary tree
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BinaryTreeZipper
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TreeZipper
original implementation taken from http://blog.xquant.net/?p=156
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BinaryTreeZipper<'T>
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The zipper data structure for binary trees
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BinomialHeap
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BinomialHeap<'T>
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BinomialTree<'T>
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BKTree
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BKTree<'T>
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BlockResizeArray
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BlockResizeArray<'T>
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Resize array fith fixed size block memory allocation.
Provide more optimal space usage for huge arrays than standard ResizeArray.
Basic version created by Avdyukhin Dmitry (dimonbv@gmail.com)
As evidenced by the tests that cannot run in mono, and pending destabilizing tests,
beware that this data structure can be destabilizing to your assembly.
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BootstrappedQueue
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bootstrapped queue from Chris Okasaki's "Purely functional data structures"
original implementation taken from http://lepensemoi.free.fr/index.php/2010/02/18/bootstrapped-queue
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BootstrappedQueue<'T>
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BottomUpMergeSort
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ChampHashMap
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ChampHashMap<'TKey, 'TValue>
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Deque
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Deque<'T>
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Digit<'T>
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DList
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DList<'T>
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The DList is an implementation of John Hughes' append list.
See http://dl.acm.org/citation.cfm?id=8475 for more information.
This implementation adds an additional parameter to allow a more
efficient calculation of the list length.
Note that an alternate form would represent the DList as:
type DList<'T> = DList of ('T list -> 'T list)
An example can be found at http://stackoverflow.com/questions/5324623/functional-o1-append-and-on-iteration-from-first-element-list-data-structure/5327209#5327209
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EagerRoseTree
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EagerRoseTree<'T>
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Multi-way tree, also known as rose tree.
This RoseTree uses a List for the children RoseTree forest.
Adapted from @mausch F# adaptation of Experimental.RoseTree.
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FlatList
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FlatList<'T>
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HeapPriorityQueue
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HoodMelvilleQueue
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HoodMelvilleQueue<'T>
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ImplicitQueue
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implicit queue from Chris Okasaki's "Purely functional data structures"
original implementation taken from http://lepensemoi.free.fr/index.php/2010/02/18/implicit-queue
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ImplicitQueue<'T>
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IncompatibleMerge
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IndexedRoseTree
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IndexedRoseTree<'T>
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Multi-way tree, also known as rose tree.
This RoseTree uses a Vector for the children RoseTree forest.
Adapted from @mausch F# adaptation of Experimental.RoseTree.
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IntMap
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IntMap<'T>
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KeyValuePair<'TKey, 'TValue>
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LeftistHeap
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LeftistHeap<'T>
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ListZipper
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ListZipper<'T>
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A zipper for lists
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NonEmptyBootstrappedQueue<'T>
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PairingHeap
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PairingHeap<'T>
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PairingHeap performs extremely well in practice, however (according to Okasaki) it should be avoided for applications taking advantage of persistence.
Also according to Okasaki the time complexity of the heap functions in the PairingHeap implementation have "resisted" time complexity analysis.
ofSeq: superior performance; insert: superior performance; tail: superior performance
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PatternMatchedBug
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PhysicistQueue
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PhysicistQueue<'T>
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RealTimeDeque
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RealTimeDeque<'T>
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RealTimeQueue
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RealTime queue from Chris Okasaki's "Purely functional data structures"
original implementation taken from http://lepensemoi.free.fr/index.php/2010/01/07/real-time-queue
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RealTimeQueue<'T>
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RingBuffer
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RingBuffer<'T>
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RoseTree (Module)
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RoseTree (Type)
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RoseTree<'T>
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Multi-way tree, also known as rose tree.
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RotationState<'T>
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SkewBinaryRandomAccessList
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SkewBinaryRandomAccessList<'T>
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SkewBinomialHeap
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'T SkewBinomialHeap
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A SkewBinomialHeap is a priority queue where elements are inserted in any order, using "insert" and are
extracted in either ascending or descending order using "head", "peek", "tail", "pop" or any of their
"try" variants. The main advantage of the SkewBinomialHeap over the BinomialHeap is that it supports
insertions in constant time O(1). (Based on "Purely Functional Data Structures" - 1996 by Chris Okasaki)
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Timeseries<'T>
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TreeBRAL<'T>
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TreeBRALDigit<'T>
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TreeDirection
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TreeSBRAL<'T>
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