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  1. Weighted Logics for Nested Words and Algebraic Formal Power Series

    Subjects: “…Computer Science & Information Science…”
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  2. Guarded Second-Order Logic, Spanning Trees, and Network Flows

    Subjects: “…Computer Science & Information Science…”
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  3. Bifinite Chu Spaces

    Subjects: “…Computer Science & Information Science…”
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  4. O-Minimal Hybrid Reachability Games

    Subjects: “…Computer Science & Information Science…”
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  5. A Graph Model for Imperative Computation

    Subjects: “…Computer Science & Information Science…”
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  6. Observational Equivalence and Full Abstraction in the Symmetric Interaction Combinators

    Subjects: “…Computer Science & Information Science…”
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  7. Computation Tree Logic with Deadlock Detection

    Subjects: “…Computer Science & Information Science…”
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  8. The Complexity of Infinite Computations In Models of Set Theory

    Subjects: “…Computer Science & Information Science…”
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  9. Infinitary Combinatory Reduction Systems: Confluence

    Subjects: “…Computer Science & Information Science…”
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  10. A Step-indexed Semantics of Imperative Objects

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  11. A Type System For Call-By-Name Exceptions

    Subjects: “…Computer Science & Information Science…”
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  12. A rich hierarchy of functionals of finite types

    Subjects: “…Computer Science & Information Science…”
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  13. Applications of Metric Coinduction

    Subjects: “…Computer Science & Information Science…”
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  14. Representations of Stream Processors Using Nested Fixed Points

    Subjects: “…Computer Science & Information Science…”
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  15. Full abstraction for nominal general references

    Subjects: “…Computer Science & Information Science…”
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  16. Relational Parametricity for Computational Effects

    Subjects: “…Computer Science & Information Science…”
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  17. RPO, Second-order Contexts, and Lambda-calculus

    Subjects: “…Computer Science & Information Science…”
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  18. Two-Way Unary Temporal Logic over Trees

    Subjects: “…Computer Science & Information Science…”
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  19. Structure Theorem and Strict Alternation Hierarchy for FO^2 on Words

    Subjects: “…Computer Science & Information Science…”
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  20. Lindstrom theorems for fragments of first-order logic

    Subjects: “…Computer Science & Information Science…”
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