Compilation from Lambda Calculus with Algebraic Simplification to Record Calculus

We shall prove the completeness of the operational semantics with respect to Lq, which will establish a tight correspondence between logic (Lq sequent calculus) and computation

Our main theorem suggests a sharp distinction between λla and the polytime functional systems based on safe recursion [13, 11, 7], because normalization in the latter systems is at

— Completely integrable systems, Korteweg-de Vries equations, harmonic maps, anti-self-dual connections, twistors theory.... that, in the best cases, these non linear equations

We investigate a version of asynchronous concurrent process calculus based on linear logic. In our framework, formulas are identified with processes and inference rules are

We develop applications of the results obtained and some other techniques in variational analysis to generalized differential calculus involving normal cones to nonsmooth and

We develop applications of the results obtained and some other techniques in variational analysis to generalized differential calculus involving normal cones to nonsmooth and

In Section 3, we give applications of the RMR property and related results to first- order calculus rules for generalized normals, coderivatives, and subgradients of sets,

Tree Calculus for Bivariate Difference Equations, Journal of Dif- ference Equations and Applications, 2014. Secant Tree Calculus, Central European Journal of Mathemat-