Andrew W. Appel, Princeton University, Princeton, New Jersey ... [and seven others]
ix, 458 pages :
illustrations ;
24 cm
Includes bibliographical references and index
Generic separation logic -- Hoare logic -- Separation logic -- Soundness of Hoare logic -- Mechanized semantic library -- Separation algebras -- Operators on separation algebras -- First-order separation logic -- A little case study -- Covariant recursive predicates -- Share accounting -- Higher order separation logic -- Separation logic as a logic -- From separation algebras to separation logic -- Simplification by rewriting -- Introduction to step-indexing -- Predicate implication and subtyping -- General recursive predicates -- Case study: separation logic with first-class functions