Examples of 'intuitionistic' in a sentence
Meaning of "intuitionistic"
Intuitionistic is an adjective used in the context of intuitionistic logic, which is a system of symbolic logic that differs from classical logic by its treatment of negation
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- Dealing strictly in constructive proofs, abstaining from proof by contradiction
How to use "intuitionistic" in a sentence
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intuitionistic
It is based on type theory for intuitionistic logics.
On intuitionistic linear logic PhD thesis.
The same is true for intuitionistic logic.
Different intuitionistic variants of linear logic have been considered.
This gives rise to intuitionistic logic.
Intuitionistic logic is a subsystem of classical logic.
The law does not hold in general in intuitionistic logic.
But intuitionistic logic has the situation more complicated.
Several systems of semantics for intuitionistic logic have been studied.
Intuitionistic analogues of these classes would have to be developed first.
Intermediate logics are in between intuitionistic logic and classical logic.
Intuitionistic and intermediate logics.
We assume classical logic as opposed to intuitionistic logic for example.
Intuitionistic type theory uses types in the place of truth values.
With sight glass at the inlet for a intuitionistic inspection.
See also
Intuitionistic propositional calculus.
The positive implicational calculus is the implicational fragment of intuitionistic logic.
Intuitionistic theory of types.
I think the same is true of classical logics and intuitionistic logics.
The basic dialectica interpretation of intuitionistic logic has been extended to various stronger systems.
Many tautologies of classical logic can no longer be proved within intuitionistic logic.
The intuitionistic theory defines math as a system of purely mental constructs that are internally consistent.
The ease and simplicity of converting such classical rules to intuitionistic rules.
The subsystem of intuitionistic logic with the FALSE axiom removed is known as minimal logic.
This marks one important difference between classical and intuitionistic negation.
In intuitionistic logic, the function f is called a realization of this formula.
These algebras provide a semantics for classical and intuitionistic logic respectively.
But in intuitionistic maths, a proposition is either true, false or indeterminate.
The complexity of model checking problem for modal intuitionistic dependence logic is analyzed.
Brouwer 's intuitionistic treatment of the continuum, with an extended commentary.
Note that the first and third axioms are also valid in intuitionistic logic.
In particular, the role of intuitionistic connectives in this setting is emphasized.
Leaving the language of classical mathematics behind for the language of intuitionistic mathematics.
Most intuitionistic set theories, though in some versions it is accepted.
They are used to define models for the multiplicative fragment of intuitionistic linear logic.
Intuitionistic logic is a commonly-used tool in developing approaches to constructivism in mathematics.
Moore and Parker not admitted in intuitionistic logic.
Second, in intuitionistic propositional logic and in the study of uniform interpolation.
They are also related to Heyting algebra semantics in intuitionistic logic.
In mathematical logic, a superintuitionistic logic is a propositional logic extending intuitionistic logic.
We give a brief introduction to Kripke semantics for propositional intuitionistic logic.
A prototypical example is intuitionistic type theory, which retains ramification so as to discard impredicativity.
Interpolation and definability: modal and intuitionistic logics.
More formally, intuitionistic logic explicitly negates the law of excluded middle.
For simplicity, the logics presented so far have been intuitionistic.
A typical example is intuitionistic logic, where the law of excluded middle does not hold.
Moreover, the underlined logic of our system is intuitionistic logic.
The syntax of formulas of intuitionistic logic is similar to propositional logic or first-order logic.
What is the combinatory logic equivalent of intuitionistic type theory?
The sum type corresponds to intuitionistic logical disjunction under the Curry-Howard correspondence.
