אירועים והרצאות בפקולטה למדעי המחשב ע"ש הנרי ומרילין טאוב

To date, all concurrent search structures that can support predecessor queries have had depth logarithmic in m, the number of elements. This work introduces the SkipTrie, a new concurrent search structure supporting predecessor queries in amortized expected O(log log u + c) steps, insertions and deletions in O( c log log u ), and using O(m) space, where u is the size of the key space and c is the maximum point contention during the operation.

The SkipTrie is a probabilistically-balanced version of a y-fast trie consisting of a very shallow skiplist from which randomly chosen elements are inserted into a hash-table based x-fast trie. By inserting keys into the x-fast-trie probabilistically, we eliminate the need for rebalancing, and can provide a lock-free linearizable implementation.