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The Church–Rosser theorem and quantitative analysis of witnesses

Subjects: Discrete mathematics; Class (set theory); Property (philosophy)

  • Source: Information and Computation. 263:52-56

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Extending finite-memory determinacy to multi-player games

Subjects: TheoryofComputation_MISCELLANEOUS; Computer Science::Computer Science and Game Theory; Class (set theory)

  • Source: Information and Computation. 261:676-694

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Lumping-based equivalences in Markovian automata: Algorithms and applications to product-form analyses

Subjects: Class (set theory); Property (philosophy); Stochastic automata, Quantitative analysis, Behavioural equivalences, Product-forms stochastic models

  • Source: Information and Computation. 260:99-125

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On the functions generated by the general purpose analog computer

Subjects: FOS: Computer and information sciences; Discrete mathematics; Class (set theory)

  • Source: Information and ComputationRepositório Científico de Acesso Aberto de PortugalRepositório Científico de Acesso Aberto de Portugal (RCAAP)

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Ordinal recursive complexity of Unordered Data Nets

Subjects: Discrete mathematics; Class (set theory); Hierarchy (mathematics)

  • Source: Information and Computation. 254:41-58

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Infinite games with finite knowledge gaps

Subjects: FOS: Computer and information sciences; Computer Science::Computer Science and Game Theory; Class (set theory)

  • Source: Information and Computation. 254:217-237

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Enlarging learnable classes

Subjects: Computer Science::Machine Learning; Discrete mathematics; Class (set theory)

  • Source: Information and Computation. 251:194-207

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Binary constraint satisfaction problems defined by excluded topological minors

Subjects: FOS: Computer and information sciences; Class (set theory); Graph minor

  • Source: Information and ComputationInformation and Computation, 2019, 264, pp.12-31. ⟨10.1016/j.ic.2018.09.013⟩

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Recovery guarantees for exemplar-based clustering

Subjects: FOS: Computer and information sciences; Class (set theory); Linear programming

  • Source: Information and Computation. 245:165-180

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Upwards closed dependencies in team semantics

Subjects: FOS: Computer and information sciences; Computer Science - Logic in Computer Science; Class (set theory)

  • Source: Electronic Proceedings in Theoretical Computer Science, Vol 119, Iss Proc. GandALF 2013, Pp 93-106 (2013)GandALF

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  • 1-10 of  63 results for ""Computer Science Applications""