By Lemma 83, we can take a step Π′′ 2 =⇒𝑆 Π′′′ 2 to some Π′′′ 2 where Π′′ 1 ⪯Π ′′′ 2

By Corollary 13, we can step Π′ 2 =⇒∗ 𝑆 Π′′ 2 where Π′ 1 ≾Π ′′ 2

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cs.PL · 2026-05-21 · unverdicted · novelty 7.0

Presents λ⤊ as the first functional choreographic calculus with dynamic process forking that guarantees deadlock freedom.

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Step in Tine: Forking Processes in Functional Choreographies cs.PL · 2026-05-21 · unverdicted · none · ref 36
Presents λ⤊ as the first functional choreographic calculus with dynamic process forking that guarantees deadlock freedom.