Continuous first order logic for unbounded metric structures

The augmentations to the LKF inference rules is done in three simple steps: (i) a proof certificate term, denoted by the syntactic variable Ξ is added to every sequent; (ii)

Continuous first-order logic was developed in [BU] as an extension of classical first- order logic, permitting one to broaden the aforementioned classical analysis of algebraic

The notion of stability inside a model appears for example in the work of Krivine and Maurey on stable Banach spaces [KM81]: a Banach space E is stable in the sense of Krivine

[7] showed that the model-checking problem for MSO on 2-CPDA graphs is undecidable; indeed the 2-CPDA graph they exhibit witnesses the undecidability of transitive closure logic

Sequen- tial composition of compensable programs δ ; γ is interpreted by two sets, one where the successful termination of δ allows the execution of γ, the other where δ fails

We now proceed to a special case that (i) encompasses a number of well-known examples, including context-free string rewriting, and (ii) leads to PTIME computability, by reducing

In order to show that <-inv FO collapses to FO over a class of structures of bounded treewidth, it is tempting to reduce the case of bounded treewidth to the case of trees,

Nous ´evaluons T-RRT* et AT-RRT sur plusieurs probl`emes de planification de chemin optimal, et nous montrons qu’ils convergent vers le chemin optimal plus rapidement que RRT*.