Uma metodologia baseada na lógica linear para análise de processos de workflow interorganizacionais

This work formalizes four methods based on Linear Logic for the verification of interorganizational workflow processes modelled by Interorganizational Workflow nets, which are Petri nets that model such processes. The first method is related to the verification of the Soundness criteria for interorganizational workflow processes. The method is based on the construction and analysis of Linear Logic proof trees, which represent the local processes as much as they do the global processes. The second and third methods are related, respectively to Soundness criteria verification, Relaxed Soundness and Weak Soundness for the interorganizational workflow processes. These are obtained through the analysis of reutilized Linear Logic proof trees that have been constructed for the verification of the Soundness criteria. However, the fourth method has the objective of detecting the deadlock free scenarios in interorganizational workflow and is based on the construction and analysis of Linear Logic proof trees, which initially takes into consideration the local processes and communication between such, and thereafter the candidate scenarios. A case study is carried out in the context of a Web services composition check, since there is a close correlation between the modelling of the interorganizational workflow process and a Web services composition. Therefore, the four methods proposed in the interorganizational workflow process context, are applied to a Web services composition. The evaluation of the obtained results shows that the reutilization of Linear Logic proof trees initially constructed for verifying the Soundness criteria, in fact occurs in the context of verifying the Relaxed Soundness and Weak Soundness criteria. In addition, the evaluation shows how the Linear Logic sequents and their proof trees explicitly show the possibilities for existing collaborations in a Web service composition. An evaluation that takes into account the number of constructed linear logic proof trees shows that this number can be significantly reduced in the deadlock-freeness scenarios detection method. An approach for resource planning based on the symbolic date calculation, which considers data extracted from Linear Logic proof trees is presented and validated through simulations performed on the CPN tools simulator. Two approaches for the monitoring of deadlockfreeness scenarios are introduced and show how data obtained from the Linear Logic proof trees can be used to guide the execution of such scenarios.