FSCD 2018 Accepted Papers
# | Authors | Title |
2 | Łukasz Czajka | Term rewriting characterisation of LOGSPACE for finite and infinite data |
4 | Thomas Genet | Completeness of Tree Automata Completion |
6 | Paweł Parys | Homogeneity without Loss of Generality |
9 | Maciej Bendkowski and Pierre Lescanne | Counting Environments and Closures |
11 | Andriana Rivelo Nirina and Pierre Rety | Confluence of Prefix-Constrained Rewrite Systems |
12 | Christina Kohl and Aart Middeldorp | ProTeM: A Proof Term Manipulator |
15 | Sarah Winkler and Aart Middeldorp | Completion for Logically Constrained Rewriting |
16 | Manfred Schmidt-Schauss and David Sabel | Nominal Unification with Atom and Context Variables |
19 | Daniel R. Licata, Ian Orton, Andrew M. Pitts and Bas Spitters | Internal Universes in Models of Homotopy Type Theory |
23 | Jean-Simon Lemay | Lifting MELL Model Structure to Eilenberg-Moore Categories |
25 | Amar Hadzihasanovic, Giovanni de Felice and Kang Feng Ng | A diagrammatic axiomatisation of fermionic quantum circuits |
29 | Mirai Ikebuchi and Keisuke Nakano | On repetitive right application of B-terms |
32 | Lê Thành Dũng Nguyễn | Unique perfect matchings and proof nets |
35 | Simon Forest and Samuel Mimram | Coherence of Gray categories via rewriting |
40 | Patrick Bahr | Strict Ideal Completions of the Lambda Calculus |
42 | Rohan Jacob-Rao, Brigitte Pientka and David Thibodeau | Index-Stratified Types |
43 | Amin Timany and Matthieu Sozeau | Cumulative Inductive Types in Coq |
44 | Bassel Mannaa and Rasmus Møgelberg | The clocks they are adjunctions. Denotational semantics for Clocked Type Theory |
45 | Willem Heijltjes and Gianluigi Bellin | Proof nets for bi-intuitionistic linear logic |
50 | Max New and Daniel Licata | Call-by-name Gradual Type Theory |
57 | David Cerna and Temur Kutsia | Higher-Order Equational Pattern Anti-Unification |
58 | Sandra Alves and Sabine Broda | A Unifying Framework for Type Inhabitation |
59 | Mauricio Ayala-Rincon, Maribel Fernandez and Daniele Nantes-Sobrinho | Fixed-Point Constraints for Nominal Equational Unification |
63 | Joerg Endrullis, Jan Willem Klop and Roy Overbeek | Decreasing diagrams with two labels are complete for confluence of countable systems |
67 | Ambrus Kaposi and András Kovács | A Syntax for Higher Inductive-Inductive Types |
70 | Naoki Nishida and Yuya Maeda | Narrowing Trees for Syntactically Deterministic Conditional Term Rewriting Systems |
72 | Alexander Baumgartner, Temur Kutsia, Jordi Levy and Mateu Villaret | Term-Graph Anti-Unification |
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