Introduces the first intersection type system for a lambda calculus with algebraic effects and handlers that characterizes termination via subject reduction and expansion while inducing a sound simple type system with decidable HOMC.
Plotkin and John Power
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When Types Intersect and Effects Get Handled
Introduces the first intersection type system for a lambda calculus with algebraic effects and handlers that characterizes termination via subject reduction and expansion while inducing a sound simple type system with decidable HOMC.
- Algebraic Semantics of Governed Execution: Monoidal Categories, Effect Algebras, and Coterminous Boundaries