No abstract

We present a formal model of memory that both captures the lowlevel features of C's pointers and memory, and that forms the basis for an expressive implementation of separation logic. At the low level, we do not commit common oversimplifications, but correctly deal with C's model of programming language values and the heap. At the level of separation logic, we are still able to reason abstractly and efficiently. We implement this framework in the theorem prover Isabelle/HOL and demonstrate it on two case studies. We show that the divide between detailed and abstract does not impose undue verification overhead, and that simple programs remain easy to verify. We also show that the framework is applicable to real, security-and safety-critical code by formally verifying the memory allocator of the L4 microkernel.

We present a formal model of memory that both captures the lowlevel features of C's pointers and memory, and that forms the basis for an expressive implementation of separation logic. At the low level, we do not commit common oversimplifications, but correctly deal with C's model of programming language values and the heap. At the level of separation logic, we are still able to reason abstractly and efficiently. We implement this framework in the theorem prover Isabelle/HOL and demonstrate it on two case studies. We show that the divide between detailed and abstract does not impose undue verification overhead, and that simple programs remain easy to verify. We also show that the framework is applicable to real, security-and safety-critical code by formally verifying the memory allocator of the L4 microkernel.