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1Pairing — The concept of pairing treated here occurs in mathematics. Definition Let R be a commutative ring with unity, and let M , N and L be three R modules. A pairing is any R bilinear map e:M imes N o L. That is, it satisfies:e(rm,n)=e(m,rn)=re(m,n)for …
2Pairing heap — Pairing heaps are a type of heap data structure with relatively simple implementation and excellent practical amortized performance. However, it has proven very difficult to determine the precise asymptotic running time of pairing heaps.Pairing… …
3Pairing-based cryptography — is the use of a pairing between elements of two groups to a third group to construct cryptographic systems. Usually the same group is used for the first two groups, making the pairing in fact a mapping from two elements from one group to an… …
4pairing — pair‧ing [ˈpeərɪŋ ǁ ˈper ] noun 1. [countable] two people or things that work together: • The new engine represents an effective pairing of two highly complementary technologies. 2. [uncountable] the act of putting two people or things together:… …
5pairing — The pairing of homologous chromosomes during the prophase of the first meiotic division. Pairing is the first prerequisite before crossing over and recombination can occur. Synonym: synapsis …
6The Killer (1989 film) — The Killer Film poster for The Killer Directed by John Woo Produced by …
7The Wizard of Oz (1939 film) — The Wizard of Oz Theatrical release poster Directed by Victor Fleming Uncredited: Norman Taurog Richard Thorpe …
8The Monster Club — Directed by Roy Ward Baker Produced by Milton Subotsky Written by Edward Abraham Valerie Abraham Starring …
9The Woodies — was a nickname given to the most successful men s tennis doubles team in history. The two members of the team were Australians Todd Woodbridge and Mark Woodforde.The Woodies combined Woodforde s left hand baseline play with Woodbridge s swift… …
10Pairing function — In mathematics a pairing function is a process to uniquely encode two natural numbers into a single natural number.Any pairing function can be used in set theory to prove that integers and rational numbers have the same cardinality as natural… …
