Towards A Verified Complex Protocol Stack in a Production Kernel: Methodology and Demonstration

Johnson, P.


Citation

Dartmouth Computer Science Technical Report TR2016-803, May 2016.

Abstract

Any useful computer system performs communication and any communication must be parsed before it is computed upon. Given their importance, one might expect parsers to receive a significant share of attention from the security community. This is, however, not the case: bugs in parsers continue to account for a surprising portion of reported and exploited vulnerabilities.

In this thesis, I propose a methodology for supporting the development of software that depends on parsers---such as anything connected to the Internet---to safely support any reasonably designed protocol: data structures to describe protocol messages; validation routines that check that data received from the wire conforms to the rules of the protocol; systems that allow a defender to inject arbitrary, crafted input so as to explore the effectiveness of the parser; and systems that allow for the observation of the parser code while it is being explored.

Then, I describe principled method of producing parsers that automatically generates the myriad parser-related software from a description of the protocol. This has many significant benefits: it makes implementing parsers simpler, easier, and faster; it reduces the trusted computing base to the description of the protocol and the program that compiles the description to runnable code; and it allows for easier formal verification of the generated code.

I demonstrate the merits of the proposed methodology by creating a description of the USB protocol using a domain-specific language (DSL) embedded in Haskell and integrating it with the FreeBSD operating system. Using the industry-standard umap test-suite, I measure the performance and efficacy of the generated parser. I show that it is stable, that it is effective at protecting a system from both accidentally and maliciously malformed input, and that it does not incur unreasonable overhead.

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