Andreas Podelski
Proceedings of the 25th International Static Analysis Symposium
SAS, 2018.
@proceedings{SAS-2018,
doi = "10.1007/978-3-319-99725-4",
editor = "Andreas Podelski",
isbn = "['978-3-319-99724-7', '978-3-319-99725-4']",
publisher = "{Springer}",
series = "{Lecture Notes in Computer Science}",
title = "{Proceedings of the 25th International Static Analysis Symposium}",
volume = 11002,
year = 2018,
}
Contents (25 items)
- SAS-2018-Albarghouthi #named #perspective
- Fairness: A Formal-Methods Perspective (AA), pp. 1–4.
- SAS-2018-BagnaraBH #analysis #c #development #embedded #standard
- The MISRA C Coding Standard and its Role in the Development and Analysis of Safety- and Security-Critical Embedded Software (RB, AB, PMH), pp. 5–23.
- SAS-2018-Kincaid #automaton #invariant
- Numerical Invariants via Abstract Machines (ZK), pp. 24–42.
- SAS-2018-McMillanP #decidability #deduction #verification
- Deductive Verification in Decidable Fragments with Ivy (KLM, OP), pp. 43–55.
- SAS-2018-OHearn #analysis #concurrent #experience #facebook
- Experience Developing and Deploying Concurrency Analysis at Facebook (PWO), pp. 56–70.
- SAS-2018-Piskac #synthesis #verification
- New Applications of Software Synthesis: Verification of Configuration Files and Firewall Repair (RP), pp. 71–76.
- SAS-2018-Shoham #decidability #distributed #interactive #logic #protocol #using #verification
- Interactive Verification of Distributed Protocols Using Decidable Logic (SS), pp. 77–85.
- SAS-2018-AlpernasMPSSSV #abstract interpretation #network
- Abstract Interpretation of Stateful Networks (KA, RM, AP, MS, SS, SS, YV), pp. 86–106.
- SAS-2018-AlurDS #gpu #independence #source code
- Block-Size Independence for GPU Programs (RA, JD, NS), pp. 107–126.
- SAS-2018-BakhirkinM #constraints #representation
- Extending Constraint-Only Representation of Polyhedra with Boolean Constraints (AB, DM), pp. 127–145.
- SAS-2018-BecchiZ #abstract domain #performance
- An Efficient Abstract Domain for Not Necessarily Closed Polyhedra (AB, EZ), pp. 146–165.
- SAS-2018-BessonJL #abstract interpretation #composition #fault
- Modular Software Fault Isolation as Abstract Interpretation (FB, TPJ, JL), pp. 166–186.
- SAS-2018-ChawdharyK #performance
- Closing the Performance Gap Between Doubles and Rationals for Octagons (AC, AK), pp. 187–204.
- SAS-2018-HuckelheimLNSH #source code #verification
- Verifying Properties of Differentiable Programs (JH, ZL, SHKN, SFS, PDH), pp. 205–222.
- SAS-2018-JacqueminPV #analysis #bound #fault #float
- A Reduced Product of Absolute and Relative Error Bounds for Floating-Point Analysis (MJ, SP, FV), pp. 223–242.
- SAS-2018-JournaultMO #c #composition #source code #static analysis #string
- Modular Static Analysis of String Manipulations in C Programs (MJ, AM, AO), pp. 243–262.
- SAS-2018-MastroeniP #bound #verification
- Verifying Bounded Subset-Closed Hyperproperties (IM, MP), pp. 263–283.
- SAS-2018-MidtgaardNN #process #static analysis
- Process-Local Static Analysis of Synchronous Processes (JM, FN, HRN), pp. 284–305.
- SAS-2018-NamjoshiP #program analysis #program transformation
- The Impact of Program Transformations on Static Program Analysis (KSN, ZP), pp. 306–325.
- SAS-2018-PrabhuMV #behaviour #learning #proving #safety
- Efficiently Learning Safety Proofs from Appearance as well as Behaviours (SP, KM, RV), pp. 326–343.
- SAS-2018-RanzatoZ #abstract domain #linear
- Invertible Linear Transforms of Numerical Abstract Domains (FR, MZ), pp. 344–363.
- SAS-2018-RothenbergDH #abstraction #incremental #using #verification
- Incremental Verification Using Trace Abstraction (BCR, DD, MH), pp. 364–382.
- SAS-2018-RuefHC #heuristic
- Volume-Based Merge Heuristics for Disjunctive Numeric Domains (AR, KH, AC), pp. 383–401.
- SAS-2018-UrbanU0 #abstract interpretation
- Abstract Interpretation of CTL Properties (CU, SU, PM0), pp. 402–422.
- SAS-2018-Zuleger #abstraction #induction #invariant #proving #termination
- Inductive Termination Proofs with Transition Invariants and Their Relationship to the Size-Change Abstraction (FZ), pp. 423–444.