Regular Inference for Communication Protocol Entities

• Main Author: Bohlin, Therese
• Format: Doctoral Thesis
• Language: English
• Published: Uppsala universitet, Avdelningen för datorteknik 2009
• Subjects: Computer engineering; Datorteknik
• Online Access: http://urn.kb.se/resolve?urn=urn:nbn:se:uu:diva-9559; http://nbn-resolving.de/urn:isbn:978-91-554-7420-1

A way to create well-functioning computer systems is to automate error detection in the systems. Automated techniques for finding errors, such as testing and formal verification, requires a model of the system. The technique for constructing deterministic finite automata (DFA) models, without access to the source code, is called regular inference. The technique provides sequences of input, so called membership queries, to a system, observes the responses, and infers a model from the input and responses. This thesis presents work to adapt regular inference to a certain kind of systems: communication protocol entities. Such entities interact by sending and receiving messages consisting of a message type and a number of parameters, each of which potentially can take on a large number of values. This may cause a model of a communication protocol entity inferred by regular inference, to be very large and take a long time to infer. Since regular inference creates a model from the observed behavior of a communication protocol entity, the model may be very different from a designer's model of the system's source code. This thesis presents adaptations of regular inference to infer more compact models and use less membership queries. The first contribution is a survey over three algorithms for regular inference. We present their similarities and their differences in terms of the required number of membership queries. The second contribution is an investigation on how many membership queries a common regular inference algorithm, the L* algorithm by Angluin, requires for randomly generated DFAs and randomly generated DFAs with a structure common for communication protocol entities. In comparison, the DFAs with a structure common for communication protocol entities require more membership queries. The third contribution is an adaptation of regular inference to communication protocol entities which behavior foremost are affected by the message types. The adapted algorithm avoids asking membership queries containing messages with parameter values that results in already observed responses. The fourth contribution is an approach for regular inference of communication protocol entities which communicate with messages containing parameter values from very large ranges. The approach infers compact models, and uses parameter values taken from a small portion of their ranges in membership queries. The fifth contribution is an approach to infer compact models of communication protocol entities which have a similar partitioning of an entity's behavior into control states as in a designer's model of the protocol.