Travelled to:
1 × Canada
1 × France
1 × Germany
1 × Poland
1 × Sweden
1 × United Kingdom
2 × Italy
7 × USA
Collaborated with:
∅ C.Laneve J.Lévy H.G.Mairson P.Coppola S.Martini G.L.Ferrari R.Gorrieri W.Ricciotti C.S.Coen E.Tassi V.Danos L.Regnier
Talks about:
calculus (6) optim (5) reduct (4) elementari (2) interact (2) theorem (2) recurs (2) comput (2) share (2) graph (2)
Person: Andrea Asperti
DBLP: Asperti:Andrea
Contributed to:
Wrote 16 papers:
- LICS-2013-AspertiL #cost analysis #λ-calculus
- The Cost of Usage in the λ-Calculus (AA, JJL), pp. 293–300.
- CADE-2011-AspertiRCT #interactive #proving #theorem proving
- The Matita Interactive Theorem Prover (AA, WR, CSC, ET), pp. 64–69.
- POPL-2008-Asperti #theorem
- The intensional content of Rice’s theorem (AA), pp. 113–119.
- POPL-2000-AspertiCM #recursion
- (Optimal) Duplication is not Elementary Recursive (AA, PC, SM), pp. 96–107.
- ALP-PLILP-1998-Asperti #functional #reduction
- Optimal Reduction of Functional Expressions (AA), pp. 427–428.
- LICS-1998-Asperti #logic
- Light Affine Logic (AA), pp. 300–308.
- POPL-1998-AspertiM #parallel #recursion #reduction
- Parallel β Reduction is not Elementary Recursive (AA, HGM), pp. 303–315.
- ICALP-1997-AspertiL #graph #on the
- On the Dynamics of Sharing Graphs (AA, CL), pp. 259–269.
- POPL-1996-Asperti #complexity #on the
- On the Complexity of β-Reduction (AA), pp. 110–118.
- RTA-1995-Asperti #exclamation #implementation #optimisation #λ-calculus
- deltao!Epsilon = 1 — Optimizing Optimal λ-Calculus Implementations (AA), pp. 102–116.
- TLCA-1995-AspertiL #graph #λ-calculus
- Comparing λ-calculus translations in Sharing Graphs (AA, CL), pp. 1–15.
- LICS-1994-AspertiDLR #λ-calculus
- Paths in the λ-calculus (AA, VD, CL, LR), pp. 426–436.
- RTA-1993-AspertiL #λ-calculus
- Paths, Computations and Labels in the λ-Calculus (AA, CL), pp. 152–167.
- PLILP-1990-Asperti #calculus #evaluation #lazy evaluation #strict
- Integrating Strict and Lazy Evaluation: The λ-sl-Calculus (AA), pp. 238–254.
- POPL-1990-AspertiFG #proving
- Implicative Formulae in the “Proofs as Computations” Analogy (AA, GLF, RG), pp. 59–71.
- TAPSOFT-1993-AspertiL #interactive #reduction
- Optimal Reductions in Interaction Systems (AA, CL), pp. 485–500.