Reference. Intuitionistic Metric Temporal Logic
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Cites 32 works (2 here)
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Session Types as Intuitionistic Linear Propositions caires-2010-session
Linear logic girard_linear_1987
The familiar connective of negation is broken into two operations: linear negation which is the purely negative part of negation and the modality “of course” which has the meaning of a reaffirmation. Following this basic discovery, a completely new approach to the whole area between constructive logics and programmation is initiated.
External (30)
- Rast: A Language for Resource-Aware Session Types (2022)
- Exploring the Jungle of Intuitionistic Temporal Logics (2021)
- A two-dimensional metric temporal logic (2020)
- Intuitionistic Linear Temporal Logics (2019)
- Parallel complexity analysis with temporal session types (2018)
- A Decidable Intuitionistic Temporal Logic (2017)
- A Temporal Logic Approach to Binding-Time Analysis (2017)
- Constructive linear-time temporal logic: Proof systems and Kripke semantics (2011)
- STA Concepts (2009)
- On Metric Temporal Łukasiewicz Logic (2009)
- Vehicle Routing Problem with Metric Temporal Logic Specifications (2008)
- On Metric Temporal Logic and Faulty Turing Machines (2006)
- On the decidability of metric temporal logic (2005)
- Temporal Logics for Real-Time System Specification (2000)
- Programming in metric temporal logic (1998)
- On the Meanings of the Logical Constants and the Justifications of the Logical Laws (1996)
- A Temporal-Logic Approach to Binding-Time Analysis (LICS '96) (1996)
- The temporal logic of actions (1994)
- The Proof Theory and Semantics of Intuitionistic Modal Logic (Ph.D. dissertation) (1994)
- The Logical Basis of Metaphysics (1991)
- Mathematical Intuitionism. Introduction to Proof Theory (1990)
- Specifying real-time properties with metric temporal logic (1990)
- A Temporal Logic for Multilevel Reasoning about Hardware (1985)
- Hardware Specification with Temporal Logic: An Example (1982)
- The Formulae-as-Types Notion of Construction (1980)
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- The temporal logic of programs (1977)
- Natural Deduction: A Proof-Theoretical Study (1965)
- Untersuchungen über das logische Schließen (1935)
- Functionality in Combinatory Logic (1934)