Noun
decidability (countable and uncountable, plural decidabilities)
(logic, computer science) The state or condition of being decidable.
In general, there is a compromise to be made between the precision of the analysis and its decidability ( computability ), or tractability ( complexity ). Source: Internet
Although much more efficient methods of primality testing are known, the existence of any effective method is enough to establish decidability. Source: Internet
Popular modern logical frameworks such as the calculus of constructions and LF are based on higher-order dependent type theory, with various trade-offs in terms of decidability and expressive power. Source: Internet
Usually, decidability is proved by showing an algorithm that solves the problem (i.e. a constructive proof ). Source: Internet
Within this framework the algorithms and architectures are also analyzed in terms of decidability, time/space complexity, data structures they require and communication protocols. Source: Internet