computability

The classical concept of truth turns out to be a special, zero-interactivity-degree case of computability .

He did make a brief contribution to the book, buried in chapter 26, in which he summarized computability and the universal machine.

For a more advanced graduate course, computability theory and computational complexity theory are also covered.

Thanks to its computability, it has been applied in quantifying local coherence of discourse segments.

with the programming language Scheme used to crystallize computability constructions and as an object of study itself.

For curricula automata subject a more advanced graduate course, computability theory and computational complexity theory are also covered.

In general, questions of what can be computed by various machines are investigated in computability theory.

Hence meaningful concepts of "intuitionistic truth" and "linear-logic truth" can be derived from the semantics of computability logic.

In computability theory, there is a closely related concept known as Turing equivalence.

The proofs of computability give rise to Turing algorithms, which may possibly be translated into numerical algorithms.

establishing theories of computability, methods of computation, and methods of efficient data.

This makes classical logic a special fragment of computability logic.

It is the goal of computability theory of automata to answer just this question.

Being semantically constructed, as yet computability logic does not have a fully developed proof theory.

Computability Theory of and with Scheme

Bibliographic Database for Computability Theory

Computability and Complexity of Computing

Computability and Complexity in Analysis

Theory of Computability and Some Key Question in Theory of Linguistics

On the computability of real numbers