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A structure contains interpretations of certain predicate, function and constant symbols; each predicate or function symbol has a fixed arity.
Secondary and tertiary structures of RNA predicate function, and because these rules also apply to RNA, with the substitution of U for T, it is possible to predict potential secondary structures from a linear sequence of RNA by identifying putative base-pairing partners (Leontis and Westhof, 2001).
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Every situation has both particular and general aspects represented by the subject and predicate functions within the proposition.
But the moral noncognitivist who argues that moral predicates function differently from ordinary predicates that they are not logically predicates at all appears to face a special challenge.
Such procedures can be devised to decide the logical properties and relations of every sentence in any predicate calculus that does not contain predicates (functions) that range over predicates themselves i.e., in any first-order, or lower, predicate calculus.
In a logical analysis of a sentence, the various predicate-functions are isolated, and the truth-value of the whole is seen to be determined by the outputs of these functions.
In a logical framework, the symbols are constants to represent predicates, functions, and constant terms in sentences.
Thus we associate with names, functions from possible worlds to individuals; with n-place predicates functions from possible worlds to sets of n-tuples; and with sentences, functions from possible worlds to truth values.
The idea of logicographic symbols is to attach graphical drawings to predicate or function constants.
At least, we cannot understand it, if it is construed as a descriptive predicate whose function it is to denote a property (whether real or non-existent).
In addition to the logical operators, constant, variable, predicate, and function are the four major building blocks of logic clauses in B-Prolog.
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