Welcome on the ARC COINC's homepage.
Network Calculus is a theory based on the (min,+) algebra that enables the computation of deterministic performance bounds in communication networks. Arrival processes and services are modeled by arrival and service curves and performances are obtained by combining those curves with (min,+) operators. The objectives of the ARC COINC is to develop algorithms for computing those operations and to implement these algorithms into a software and integrate them into Scilab.
A first version of the COINC software is now available.