Anti-unification algorithms and their applications in program analysis by Bulychev, P, Kostylev, E, Zakharov, V

“…We believe that anti-unification algorithms may have wide applications in program analysis. …”

A Useful Algebraic Property of Robinson's Unification Algorithm by Hart, Timothy

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A set-theoretic approach to linguistic feature structures and unification algorithms (I) by N. Curteanu, P.-G. Holban

“…The linguistic unification algorithm based on tableau-subsumption is outlined. …”
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A set-theoretic approach to linguistic feature structures and unification algorithms (II) by N.Curteanu, P.-G.Holban

“…The linguistic unification algorithm based on tableau-subsumption is outlined. …”
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A Machine Checked Model of Idempotent MGU Axioms For Lists of Equational Constraints by Sunil Kothari, James Caldwell

“…We present formalized proofs verifying that the first-order unification algorithm defined over lists of satisfiable constraints generates a most general unifier (MGU), which also happens to be idempotent. …”
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Towards Correctness of Program Transformations Through Unification and Critical Pair Computation by Manfred Schmidt-Schauß, Conrad Rau

“…We explore cases where the computation of these overlaps can be done in a first order way by variants of critical pair computation that use unification algorithms. As a case study we apply the method to a lambda calculus with recursive let-expressions and describe an effective unification algorithm to determine all overlaps of a set of transformations with all reduction rules. …”
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Constraint solving in non-permutative nominal abstract syntax by Matthew R. Lakin

“…The most commonly used constraint solving algorithm over nominal abstract syntax is the Urban-Pitts-Gabbay nominal unification algorithm, which is well-behaved, has a well-developed theory and is applicable in many cases. …”
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Unification of Higher-order Patterns modulo Simple Syntactic Equational Theories by Alexandre Boudet

“…The algorithm by Miller [17] for pattern unification, refined by Nipkow [18] is first modified in order to behave as a first-order unification algorithm. Then the mutation rule for syntactic theories of Kirchner [13,14] is adapted to pattern E-unification. …”
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On Unification Modulo One-Sided Distributivity: Algorithms, Variants and Asymmetry by Andrew M Marshall, Catherine Meadows, Paliath Narendran

“…We give the first asymmetric unification algorithm for one-sided distributivity.…”
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On Nominal Syntax and Permutation Fixed Points by Mauricio Ayala-Rincón, Maribel Fernández, Daniele Nantes-Sobrinho

“…Based on this notion of equivalence, we show that C-unification is finitary and we provide a sound and complete C-unification algorithm, as a first step towards the development of nominal unification modulo AC and other equational theories with permutative properties.…”
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Type inference and strong static type checking for Promela by Donaldson, A, Gay, S

“…To handle subtyping between base types, we present an extension to a standard unification algorithm to solve a system of equality and subtyping constraints, based on bounded substitutions.…”

Parallel algorithms for free and associative-commutative unification by Hains, G

“…The use of compact terms greatly simplifies free term matching and gives rise to a linear-time algorithm with lower processing overheads than the Paterson-Wegman unification algorithm. A sublinear-time solution to the same problem is also given, assuming preloaded data. …”

THE ALGORITHM OF THE CASE FORMATION DURING THE DEVELOPMENT OF CLINICAL DISCIPLINES IN MEDICAL SCHOOL by Andrey A. Garanin, Reseda M. Garanina

“…The structure of a medical case study to be followed in the development of the case on discipline «Clinical Medicine» is proposed. Unification algorithm formation cases is necessary for the full implementation of the introduction in the educational process in the higher medical school as one of the most effective active ways of learning – method of case analysis, in accordance with the requirements that apply to higher professional education modern reforms and, in particular, the introduction of new Federal State Educational Standards.…”
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Revisiting Graph Types in HyperLMNtal: A Modeling Language for Hypergraph Rewriting by Alimujiang Yasen, Kazunori Ueda

“…However, the concept of graph types for hypergraphs has not been studied in sufficient detail, and our recent work revealed that the encoding of a unification algorithm modulo <inline-formula> <tex-math notation="LaTeX">$\alpha $ </tex-math></inline-formula>-equivalence requires further evolution of graph types. …”
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La utilización de formalismos basados en unificación para el análisis de las lenguas naturales by Celso Vargas

“…This approach is based on computational resources, specially those that derive from logic programming, in which the Unification algorithm plays and important role. In the first section I describe the origins of unification. …”
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Sepsis: source control by V. V. Kulabukhov, N. A. Zubareva, P. A. Yartsev

“…However, it is difcult to create a unifed algorithm for surgical control for all cases due to different approaches depending on the infection location. …”
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Grand pleromal transmutation: UV condensates via Konishi anomaly, dimensional transmutation and ultraminimal GUTs by Charanjit S. Aulakh

“…Novel, robust and ultraminimal Grand unification algorithms emerge from the analysis. We sketch the structure of a realistic Spin(10) model, with the 16-plet of Spin(10) as the base representation r, which mimics the realistic Minimal Supersymmetric GUT but contains even fewer free parameters. …”
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A Bi-Directional Refinement Algorithm for the Calculus of (Co)Inductive Constructions by Andrea Asperti, Wilmer Ricciotti, Claudio Sacerdoti Coen, Enrico Tassi

“…Moreover, thanks to bi-directionality, the coercion system for sub-typing is more effective and type inference generates simpler unification problems that are more likely to be solved by the inherently incomplete higher order unification algorithms implemented. Finally we introduce in the external syntax the notion of vector of placeholders that enables to omit at once an arbitrary number of arguments. …”
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