Reference. On the complexity of normalization for the planar -calculus
We sketch a tentative proof of P-completeness for the -convertibility problem on untyped planar (a.k.a. ordered or non-commutative) -terms.
Cite
Cites 8 works (1 here)
External (7)
- Simply typed convertibility is TOWER-complete even for safe lambda-terms (2023)
- Implicit automata in linear logic and categorical transducer theory (Ph.D. thesis) (2021)
- Implicit Automata in Typed λ-Calculi I: Aperiodicity in a Non-Commutative Logic (2020)
- A New Proof of P-time Completeness of Linear Lambda Calculus (2015)
- Linear lambda calculus and PTIME-completeness (2004)
- Limits to Parallel Computation: P-Completeness Theory (1995)
- The typed λ-calculus is not elementary recursive (1979)