Unification Church Properties
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Unification Church Properties
Unification or unification theory may refer to: Computer science * Unification (computer science), the act of identifying two terms with a suitable substitution * Graph theory#Subsumption and unification, Unification (graph theory), the computation of the most general graph that subsumes one or more argument graphs (if such a graph exists) * Han unification, an orthographic issue dealt with by Unicode Physics * Unification (physics) of the observable fundamental phenomena of nature is one of the primary goals of physics * Grand Unified Theory, a model in particle physics * Unified field theory, a type of field theory Popular culture * Unification (album), ''Unification'' (album), a 1998 album by the band Iron Savior * Unification (Star Trek: The Next Generation), "Unification" (Star Trek: The Next Generation), a two-part episode of ''Star Trek: The Next Generation'' Sport * The act of producing an Undisputed championship (boxing), undisputed championship in boxing * The ...
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Unification (computer Science)
In logic and computer science, unification is an algorithmic process of solving equations between symbolic expressions. Depending on which expressions (also called ''terms'') are allowed to occur in an equation set (also called ''unification problem''), and which expressions are considered equal, several frameworks of unification are distinguished. If higher-order variables, that is, variables representing functions, are allowed in an expression, the process is called higher-order unification, otherwise first-order unification. If a solution is required to make both sides of each equation literally equal, the process is called syntactic or free unification, otherwise semantic or equational unification, or E-unification, or unification modulo theory. A ''solution'' of a unification problem is denoted as a substitution, that is, a mapping assigning a symbolic value to each variable of the problem's expressions. A unification algorithm should compute for a given problem a ''complete ...
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