A Monadic Framework for Subcontinuations

Functional and delimited continuations are more expressive than traditional

abortive continuations and they apparently seem to require a framework

beyond traditional continuation or monadic semantics. We show that this is not the

case: standard continuation semantics is sufficient to explain directly the common

control operators for delimited continuations. This implies a monadic framework for

typed and encapsulated functional and delimited continuations which we design and

implement as a Haskell library.

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