CERES for Propositional Proof Schemata
... in the presence of induction is problematic, the proof was formalized as a sequence of proofs (πk )k∈N showing that the assumption that there exist exactly k primes is contradictory. The application was performed in a semi-automated way: CL(πk ) was computed for some small values of k and from this, ...
... in the presence of induction is problematic, the proof was formalized as a sequence of proofs (πk )k∈N showing that the assumption that there exist exactly k primes is contradictory. The application was performed in a semi-automated way: CL(πk ) was computed for some small values of k and from this, ...
Sound and Complete Inference Rules in FOL Example
... literal Ans(c1 , . . . , cn ). In this case, the constants c1 , . . . , cn gives us an answer to the query. There might be more answers depending on whether there are more resolution refutations of Ans(v1 , . . . , vn ) ∨ ¬φ. We can go on looking for more answers but we can never be sure that we hav ...
... literal Ans(c1 , . . . , cn ). In this case, the constants c1 , . . . , cn gives us an answer to the query. There might be more answers depending on whether there are more resolution refutations of Ans(v1 , . . . , vn ) ∨ ¬φ. We can go on looking for more answers but we can never be sure that we hav ...
Intuitionistic completeness part I
... the evidence term layer by layer. For instance, when we see evidence of the form λ(x.b(x)) for a formula A ⇒ B, then we add to the context of the evidence structure the assumption that x : A and continue by analyzing b(x) after normalizing it by symbolic computation. This computation reveals the ope ...
... the evidence term layer by layer. For instance, when we see evidence of the form λ(x.b(x)) for a formula A ⇒ B, then we add to the context of the evidence structure the assumption that x : A and continue by analyzing b(x) after normalizing it by symbolic computation. This computation reveals the ope ...
? A Unified Semantic Framework for Fully
... Various sequent calculi that seem to have completely different natures belong to the family of basic systems. For example, this includes standard sequent calculi for modal logics, as well as the usual multiple-conclusion systems for intuitionistic logic, its dual, and bi-intuitionistic logic. On the ...
... Various sequent calculi that seem to have completely different natures belong to the family of basic systems. For example, this includes standard sequent calculi for modal logics, as well as the usual multiple-conclusion systems for intuitionistic logic, its dual, and bi-intuitionistic logic. On the ...
A Logical Foundation for Session
... such as: the many possible interleavings of executions, making programs hard to test and debug; resource management, since often concurrent programs must interact with (local or remote) resources in an orderly fashion, which inherently introduce constraints in the level of concurrency and parallelis ...
... such as: the many possible interleavings of executions, making programs hard to test and debug; resource management, since often concurrent programs must interact with (local or remote) resources in an orderly fashion, which inherently introduce constraints in the level of concurrency and parallelis ...
Inquiry
An inquiry is any process that has the aim of augmenting knowledge, resolving doubt, or solving a problem. A theory of inquiry is an account of the various types of inquiry and a treatment of the ways that each type of inquiry achieves its aim.