Computing and Information Systems - Research Publications

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    Lightweight Nontermination Inference with CHCs
    Kafle, B ; Gange, G ; Schachte, P ; Sondergaard, H ; Stuckey, PJ ; Calinescu, R ; Pasareanu, CS (SPRINGER INTERNATIONAL PUBLISHING AG, 2021)
    Non-termination is an unwanted program property (considered a bug) for some software systems, and a safety property for other systems. In either case, automated discovery of preconditions for non-termination is of interest. We introduce NtHorn, a fast lightweight non-termination analyser, able to deduce non-trivial sufficient conditions for non-termination. Using Constrained Horn Clauses (CHCs) as a vehicle, we show how established techniques for CHC program transformation and abstract interpretation can be exploited for the purpose of non-termination analysis. NtHorn is comparable in power to the state-of-the-art non-termination analysis tools, as measured on standard competition benchmark suites (consisting of integer manipulating programs), while typically solving problems an order of magnitude faster.
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    Disjunctive Interval Analysis
    Gange, G ; Navas, JA ; Schachte, P ; Sondergaard, H ; Stuckey, PJ ; Dragoi, C ; Mukherjee, S ; Namjoshi, K (SPRINGER INTERNATIONAL PUBLISHING AG, 2021)
    We revisit disjunctive interval analysis based on the Boxes abstract domain. We propose the use of what we call range decision diagrams (RDDs) to implement Boxes, and we provide algorithms for the necessary RDD operations. RDDs tend to be more compact than the linear decision diagrams (LDDs) that have traditionally been used for Boxes. Representing information more directly, RDDs also allow for the implementation of more accurate abstract operations. This comes at no cost in terms of analysis efficiency, whether LDDs utilise dynamic variable ordering or not. RDD and LDD implementations are available in the Crab analyzer, and our experiments confirm that RDDs are well suited for disjunctive interval analysis.
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    Abstract interpretation, symbolic execution and constraints
    Amadini, R ; Gange, G ; Schachte, P ; Sondergaard, H ; Stuckey, P ; de Boer, F ; Mauro, J (Schloss Dagstuhl-Leibniz-Zentrum für Informatik, 2020)
    Abstract interpretation is a static analysis framework for sound over-approximation of all possible runtime states of a program. Symbolic execution is a framework for reachability analysis which tries to explore all possible execution paths of a program. A shared feature between abstract interpretation and symbolic execution is that each – implicitly or explicitly – maintains constraints during execution, in the form of invariants or path conditions. We investigate the relations between the worlds of abstract interpretation, symbolic execution and constraint solving, to expose potential synergies.
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    Dashed Strings and the Replace(-all) Constraint
    Amadini, R ; Gange, G ; Stuckey, PJ (Springer International Publishing, 2020)
    Dashed strings are a formalism for modelling the domain of string variables when solving combinatorial problems with string constraints. In this work we focus on (variants of) the Replace constraint, which aims to find the first occurrence of a query string in a target string, and (possibly) replaces it with a new string. We define a Replace propagator which can also handle Replace-Last (for replacing the last occurrence) and Replace-All (for replacing all the occurrences). Empirical results clearly show that string constraint solving can draw great benefit from this approach.
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    Dashed strings for string constraint solving
    Amadini, R ; Gange, G ; Stuckey, PJ (Elsevier, 2020-12-01)
    String processing is ubiquitous across computer science, and arguably more so in web programming — where it is also a critical part of security issues such as injection attacks. In recent years, a number of string solvers have been developed to solve combinatorial problems involving string variables and constraints. We examine the dashed string approach to string constraint solving, which represents an unknown string as a sequence of blocks of characters with bounds on their cardinalities. The solving approach relies on propagation of information about the blocks of characters that arise from reasoning about the constraints in which they occur. This approach shows promising performance on many benchmarks involving constraints like string length, equality, concatenation, and regular expression membership. In this paper, we formally review the definition, the properties and the use of dashed strings for string constraint solving, and we provide an empirical validation that confirms the effectiveness of this approach.
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    String constraint solving: past, present and future
    Amadini, R ; Gange, G ; Schachte, P ; Sondergaard, H ; Stuckey, PJ ; DeGiacomo, G ; Catala, A ; Dilkina, B ; Milano, M ; Barro, S ; Bugarin, A ; Lang, J (University of Santiago de Compostela, 2020-01-01)
    String constraint solving is an important emerging field, given the ubiquity of strings over different fields such as formal analysis, automated testing, database query processing, and cybersecurity. This paper highlights the current state-of-the-art for string constraint solving, and identifies future challenges in this field.