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4月07日 - 2026年4月10日

ランク: C (CORE2023)Offline

International Conference on Relational and AlgebraicMethods in Computer Science

更新日時: 4 days ago
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概要

Since 1994, the RAMiCS conference series has served as the primary forum for research on relation algebras, Kleene algebras, and related algebraic structures. These frameworks play a central role as conceptual and methodological tools in computer science and beyond. On the theoretical side, RAMiCS covers topics such as semigroups, residuated lattices, semirings, Kleene algebras, relation algebras, quantales, and other related structures. The conference explores their connections with program logics and other logical systems, as well as their roles in automata theory, concurrency, formal languages, games, networks, and programming languages. It also welcomes contributions on the development of algebraic, algorithmic, categorical, coalgebraic, and proof-theoretic methods, including formalisation efforts using theorem provers. Applications of these formalisms span a wide range of domains, including tools and techniques for program specification, verification, and correctness; qualitative and quantitative models of computing systems; algorithm design; automated reasoning; network protocol analysis; optimisation; control; and even social choice theory.

論文募集

Since 1994, the RAMiCS conference series has served as the primary forum for research on relation algebras, Kleene algebras, and related algebraic structures. These frameworks play a central role as conceptual and methodological tools in computer science and beyond. On the theoretical side, RAMiCS covers topics such as semigroups, residuated lattices, semirings, Kleene algebras, relation algebras, quantales, and other related structures. The conference explores their connections with program logics and other logical systems, as well as their roles in automata theory, concurrency, formal languages, games, networks, and programming languages. It also welcomes contributions on the development of algebraic, algorithmic, categorical, coalgebraic, and proof-theoretic methods, including formalisation efforts using theorem provers. Applications of these formalisms span a wide range of domains, including tools and techniques for program specification, verification, and correctness; qualitative and quantitative models of computing systems; algorithm design; automated reasoning; network protocol analysis; optimisation; control; and even social choice theory.

重要な日付

カンファレンス日程

Conference Date

2026年4月7日2026年4月10日

以前:
  • 2024年8月19日 - 2024年8月22日

情報源ランク

情報源: CORE2023

ランク: C

研究分野: Theory of computation, 使用されていません

地図

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