formal decidability - ορισμός. Τι είναι το formal decidability
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Τι (ποιος) είναι formal decidability - ορισμός

Formal pragmatics; Formal Pragmatics
  • The volume that universal pragmatics appears in

Decidability (logic)         
PROPERTY OF THEORIES THAT HAVE COMPUTABLE MEMBERSHIP
Semidecidable; Decidability (Logic); Semidecidability; Essentially undecidable; Decidability (computer science); Decidable (logic); Semi-decidability
In logic, a true/false decision problem is decidable if there exists an effective method for deriving the correct answer. Zeroth-order logic (propositional logic) is decidable, whereas first-order and higher-order logic are not.
Formal (university)         
FORMAL UNIVERSITY DINNER EVENT IN COMMONWEALTH COUNTRIES
Formal Hall; Formal hall; Second hall; Second Hall
Formal hall or formal meal is a meal held at some of the oldest universities in the United Kingdom and the Republic of Ireland (as well as some other Commonwealth countries) at which students usually dress in formal attire and often gowns to dine. These are held commonly in the colleges and halls of Oxford, Cambridge,Meals & Formal Hall, Trinity Hall, Cambridge, UK.
Formal power series         
GENERALIZATION OF A POLYNOMIAL, WHERE THE NUMBER OF TERMS IS ALLOWED TO BE INFINITE, DEFINED ALGEBRAICALLY WITHOUT CONSIDERATION OF CONVERGENCE (SO THAT E.G. EVALUATION IS NOT ALWAYS DEFINED)
Formal Laurent series; Formal series; Non-commuting formal power series; Power series ring; Ring of formal power series; K((x)); R((x)); Ring of formal Laurent series; Formal power series ring; Magnus ring; Formal power serie; Formal power series over a semiring; Operations on formal power series
In mathematics, a formal series is an infinite sum that is considered independently from any notion of convergence, and can be manipulated with the usual algebraic operations on series (addition, subtraction, multiplication, division, partial sums, etc.).

Βικιπαίδεια

Universal pragmatics

Universal pragmatics (UP), more recently placed under the heading of formal pragmatics, is the philosophical study of the necessary conditions for reaching an understanding through communication. The philosopher Jürgen Habermas coined the term in his essay "What is Universal Pragmatics?" where he suggests that human competition, conflict, and strategic action are attempts to achieve understanding that have failed because of modal confusions. The implication is that coming to terms with how people understand or misunderstand one another could lead to a reduction of social conflict.

By coming to an "understanding," he means at the very least, when two or more social actors share the same meanings about certain words or phrases; and at the very most, when these actors are confident that those meanings fit relevant social expectations (or a "mutually recognized normative background").

For Habermas, the goal of coming to an understanding is "intersubjective mutuality ... shared knowledge, mutual trust, and accord with one another". In other words, the underlying goal of coming to an understanding would help to foster the enlightenment, consensus, and good will necessary for establishing socially beneficial norms. Habermas' goal is not primarily for subjective feeling alone, but for development of shared (intersubjective) norms which in turn establish the social coordination needed for practical action in pursuit of shared and individual objectives (a form of action termed "communicative action").

As an interdisciplinary subject, universal pragmatics draws upon material from a large number of fields, from pragmatics, semantics, semiotics, informal logic, and the philosophy of language, through social philosophy, sociology, and symbolic interactionism, to ethics, especially discourse ethics, and on to epistemology and the philosophy of mind.