linear logic การใช้

• One way of defining linear logic is as a sequent calculus.
• Linear distributions are fundamental in the proof theory of linear logic.
• GoI had a strong influence on game semantics for linear logic and PCF.
• Lincoln's doctoral dissertation was " Computational aspects of linear logic ".
• They are used to define models for the multiplicative fragment of intuitionistic linear logic.
• As such it is a model of Jean-Yves Girard's linear logic ( Girard 1987 ).
• Sometimes you have to step outside of the perfect linear logic of biographical facts . ".
• In many systems of relevant logic, as well as linear logic, there are two separate disjunctive connectives.
• In subsequent work it was renamed to " linear distribution " to reflect the fundamental connection to linear logic.
• The internal language of closed symmetric monoidal categories is linear logic and the type system is the linear type system.
• The name " affine logic " is associated with linear logic, to which it differs by allowing the weakening rule.
• There is competing school of thought that linear logic is the best approach to solving the " problem " efficiently.
• Sokal wrote, citing quantum mechanics, deconstructionist theory and " the multidimensional and non-linear logic of fuzzy systems " to make his case.
• However this is not fully general since some noncommutative logics do not support such an order, such as Yetter's cyclic linear logic.
• David N . Yetter proposed a weaker structural rule in place of the exchange rule of linear logic, yielding cyclic linear logic.
• David N . Yetter proposed a weaker structural rule in place of the exchange rule of linear logic, yielding cyclic linear logic.
• The internal language of such categories is linear logic, a form of quantum logic; the corresponding type system is the linear type system.
• The linear type system, and linear logic are useful for describing synchronization primitives, such as mutual exclusion locks, and the operation of vending machines.
• In other settings, such as linear logic, the syntactic consequence ( provability ) relation may be used to define the theorems of a system.
• Rather, Emerson and Lei show that any linear logic can be extended to a branching logic that can be decided with the same complexity.