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Travelled to:
1 × Canada
1 × China
1 × Cyprus
1 × Denmark
1 × Germany
1 × Hungary
1 × Portugal
1 × Spain
1 × Sweden
1 × United Kingdom
2 × France
2 × The Netherlands
3 × Italy
3 × USA
Collaborated with:
E.Zucca G.Lagorio A.Corradi F.Dagnino E.Moggi V.Mascardi S.Fagorzi M.Barbieri O.Pavarino M.Cerioli F.Damiani S.Drossopoulou M.M.Bonsangue J.Rot F.S.d.Boer J.J.M.M.Rutten
Talks about:
java (8) languag (7) type (5) coinduct (4) calculus (4) system (4) orient (4) object (4) mixin (4) framework (3)

Person: Davide Ancona

DBLP DBLP: Ancona:Davide

Facilitated 2 volumes:

SAC 2009Ed
SAC 2008Ed

Contributed to:

ECOOP 20142014
ICALP (2) 20142014
SAC 20132013
ECOOP 20122012
SAC 20122012
SAC 20122013
ECOOP 20092009
POPL 20052005
GPCE 20042004
POPL 20042004
SAC 20042004
ICALP 20032003
ECOOP 20022002
PPDP 20022002
ECOOP 20012001
OOPSLA 20012001
ECOOP 20002000
FASE 19991999
PPDP 19991999
PLILP 19971997
ALP 19961996
ESOP 20172017
OOPSLA 20162016
OOPSLA 20172017
ECOOP 20182018

Wrote 26 papers:

ECOOP-2014-AnconaC #induction #object-oriented #type system
Sound and Complete Subtyping between Coinductive Types for Object-Oriented Languages (DA, AC), pp. 282–307.
ICALP-v2-2014-BonsangueRABR #algebra #induction
A Coalgebraic Foundation for Coinductive Union Types (MMB, JR, DA, FSdB, JJMMR), pp. 62–73.
SAC-2013-AnconaBM #consistency #dynamic analysis #multi #protocol
Constrained global types for dynamic checking of protocol conformance in multi-agent systems (DA, MB, VM), pp. 1377–1379.
ECOOP-2012-Ancona #induction #object-oriented #semantics
Soundness of Object-Oriented Languages with Coinductive Big-Step Semantics (DA), pp. 459–483.
SAC-2012-Ancona #prolog #recursion
Regular corecursion in Prolog (DA), pp. 1897–1902.
SAC-2012-AnconaMP #automation #documentation #java #migration #ontology
Ontology-based documentation extraction for semi-automatic migration of Java code (DA, VM, OP), pp. 1137–1143.
SAC-PL-J-2012-Ancona13 #prolog #recursion
Regular corecursion in Prolog (DA), pp. 142–162.
ECOOP-2009-AnconaL #induction #object-oriented #type system
Coinductive Type Systems for Object-Oriented Languages (DA, GL), pp. 2–26.
POPL-2005-AnconaDDZ #bytecode #compilation #composition #java #polymorphism
Polymorphic bytecode: compositional compilation for Java-like languages (DA, FD, SD, EZ), pp. 26–37.
GPCE-2004-AnconaM #calculus
A Fresh Calculus for Name Management (DA, EM), pp. 206–224.
POPL-2004-AnconaZ #java
Principal typings for Java-like languages (DA, EZ), pp. 306–317.
SAC-2004-FagorziZA #calculus #modelling #multi
Modeling multiple class loaders by a calculus for dynamic linking (SF, EZ, DA), pp. 1281–1288.
ICALP-2003-AnconaFMZ #mixin
Mixin Modules and Computational Effects (DA, SF, EM, EZ), pp. 224–238.
ECOOP-2002-AnconaLZ #compilation #framework #java
A Formal Framework for Java Separate Compilation (DA, GL, EZ), pp. 609–636.
PPDP-2002-AnconaLZ #compilation #java
True separate compilation of Java classes (DA, GL, EZ), pp. 189–200.
ECOOP-2001-AnconaZ #java
True Modules for Java-like Languages (DA, EZ), pp. 354–380.
OOPSLA-2001-AnconaLZ #calculus #exception #java
A Core Calculus for Java Exceptions (DA, GL, EZ), pp. 16–30.
ECOOP-2000-AnconaLZ #java #mixin #named
Jam — A Smooth Extension of Java with Mixins (DA, GL, EZ), pp. 154–178.
FASE-1999-AnconaCZ #framework
A Formal Framework with Late Binding (DA, MC, EZ), pp. 30–44.
PPDP-1999-AnconaZ #calculus
A Primitive Calculus for Module Systems (DA, EZ), pp. 62–79.
PLILP-1997-AnconaZ #framework #mixin
Overriding Operators in a Mixin-Based Framework (DA, EZ), pp. 47–61.
ALP-1996-AnconaZ #algebra #approach #composition #mixin
An Algebraic Approach to Mixins and Modularity (DA, EZ), pp. 179–193.
ESOP-2017-AnconaDZ #axiom
Generalizing Inference Systems by Coaxioms (DA, FD, EZ), pp. 29–55.
OOPSLA-2016-AnconaC #imperative #object-oriented #semantics #type system
Semantic subtyping for imperative object-oriented languages (DA, AC), pp. 568–587.
OOPSLA-2017-AnconaDZ #axiom #reasoning
Reasoning on divergent computations with coaxioms (DA, FD, EZ), p. 26.
ECOOP-2018-AnconaDZ #behaviour #infinity #modelling
Modeling Infinite Behaviour by Corules (DA, FD, EZ), p. 31.

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