Travelled to:
1 × Spain
1 × USA
1 × United Kingdom
2 × Germany
2 × Italy
3 × France
Collaborated with:
C.Piazza L.Bortolussi A.I.Tomescu A.Dovier N.Gigante N.Prezza C.D.Fabbro F.Tardivo F.Vezzi R.Gentilini A.Montanari M.Slanina A.Formisano D.Cantone V.Cutello M.Antoniotti V.Mysore F.Winkler B.Mishra
Talks about:
algorithm (3) problem (3) system (3) biolog (3) logic (3) program (2) order (2) model (2) align (2) set (2)
Person: Alberto Policriti
DBLP: Policriti:Alberto
Contributed to:
Wrote 13 papers:
- LATA-2015-PolicritiGP #linear
- Average Linear Time and Compressed Space Construction of the Burrows-Wheeler Transform (AP, NG, NP), pp. 587–598.
- PDP-2014-FabbroTP #algorithm #parallel #problem
- A Parallel Algorithm for the Best k-Mismatches Alignment Problem (CDF, FT, AP), pp. 586–589.
- LATA-2011-PolicritiT #finite #set
- Well-Quasi-Ordering Hereditarily Finite Sets (AP, AIT), pp. 440–451.
- LATA-2010-PolicritiTV #random
- A Randomized Numerical Aligner (rNA) (AP, AIT, FV), pp. 512–523.
- ICLP-2008-PiazzaP #biology #logic #modelling
- Systems Biology: Models and Logics (CP, AP), p. 14.
- SFM-2008-BortolussiP #biology #hybrid
- Hybrid Systems and Biology (LB, AP), pp. 424–448.
- QAPL-2007-BortolussiP #concurrent #constraints #difference #equation #probability #programming
- Stochastic Concurrent Constraint Programming and Differential Equations (LB, AP), pp. 27–42.
- CAV-2005-PiazzaAMPWM #algebra #algorithm #biology #challenge #model checking
- Algorithmic Algebraic Model Checking I: Challenges from Systems Biology (CP, MA, VM, AP, FW, BM), pp. 5–19.
- TACAS-2002-GentiliniPP #problem #simulation
- Simulation as Coarsest Partition Problem (RG, CP, AP), pp. 415–430.
- CAV-2001-DovierPP #algorithm #bisimulation #performance
- A Fast Bisimulation Algorithm (AD, CP, AP), pp. 79–90.
- KR-2000-MontanariPS #automation #deduction #first-order #logic
- Supporting automated deduction in first-order modal logics (AM, AP, MS), pp. 547–556.
- ILPS-1997-DovierFP #logic programming #on the
- On T Logic Programming (AD, AF, AP), pp. 323–337.
- CSL-1989-CantoneCP #problem #reduction
- Set-Theoretic Reductions of Hilbert’s Tenth Problem (DC, VC, AP), pp. 65–75.