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Travelled to:
1 × Austria
1 × Brazil
1 × Czech Republic
1 × Denmark
2 × France
2 × Poland
2 × The Netherlands
2 × United Kingdom
3 × Italy
7 × USA
Collaborated with:
G.D.Plotkin C.Hur S.Staton D.Turi V.Balat R.D.Cosmo G.L.Cattani G.Winskel M.Hamana A.K.Simpson K.Honda M.Abadi A.J.Power E.Moggi D.Sangiorgi P.Curien G.Munch-Maccagnoni K.Y.Ahn T.Sheard A.M.Pitts
Talks about:
type (8) model (7) theori (6) domain (5) axiomat (4) semant (4) recurs (4) logic (4) equat (4) structur (3)

Person: Marcelo P. Fiore

DBLP DBLP: Fiore:Marcelo_P=

Contributed to:

CSL-LICS 20142014
LICS 20132013
TLCA 20132013
ICALP (2) 20122012
CSL 20102010
TLCA 20092009
LICS 20082008
ICALP 20072007
TLCA 20072007
LICS 20062006
FoSSaCS 20052005
POPL 20042004
LICS 20022002
PPDP 20022002
LICS 20012001
LICS 19991999
TLCA 19991999
LICS 19981998
LICS 19971997
CSL 19961996
LICS 19961996
LICS 19941994
POPL 20162016

Wrote 27 papers:

LICS-CSL-2014-FioreS #algebra
Substitution, jumps, and algebraic effects (MPF, SS), p. 10.
LICS-2013-FioreH #algebra #equation #logic #multi #polymorphism #semantics #syntax
Multiversal Polymorphic Algebraic Theories: Syntax, Semantics, Translations, and Equational Logic (MPF, MH), pp. 520–529.
TLCA-2013-AhnSFP #system f
System F i (KYA, TS, MPF, AMP), pp. 15–30.
ICALP-v2-2012-Fiore #polynomial
Discrete Generalised Polynomial Functors — (MPF), pp. 214–226.
CSL-2010-FioreH #equation #higher-order #logic
Second-Order Equational Logic (MPF, CKH), pp. 320–335.
TLCA-2009-FioreH #deduction #equation #synthesis
Mathematical Synthesis of Equational Deduction Systems (MPF, CKH), pp. 1–2.
LICS-2008-Fiore #higher-order #syntax
Second-Order and Dependently-Sorted Abstract Syntax (MPF), pp. 57–68.
ICALP-2007-FioreH #equation
Equational Systems and Free Constructions (MPF, CKH), pp. 607–618.
TLCA-2007-Fiore #difference #linear #logic #modelling #multi
Differential Structure in Models of Multiplicative Biadditive Intuitionistic Linear Logic (MPF), pp. 163–177.
LICS-2006-FioreS #calculus #congruence #process #semantics
A Congruence Rule Format for Name-Passing Process Calculi from Mathematical Structural Operational Semantics (MPF, SS), pp. 49–58.
FoSSaCS-2005-Fiore #combinator #modelling
Mathematical Models of Computational and Combinatorial Structures (MPF), pp. 25–46.
POPL-2004-BalatCF #normalisation #partial evaluation #λ-calculus
Extensional normalisation and type-directed partial evaluation for typed λ calculus with sums (VB, RDC, MPF), pp. 64–76.
POPL-2004-Fiore #morphism #polynomial #recursion
Isomorphisms of generic recursive polynomial types (MPF), pp. 77–88.
LICS-2002-FioreCB #morphism #λ-calculus
Remarks on Isomorphisms in Typed λ Calculi with Empty and Sum Types (MPF, RDC, VB), p. 147–?.
PPDP-2002-Fiore #analysis #evaluation #normalisation #semantics #λ-calculus
Semantic analysis of normalisation by evaluation for typed λ calculus (MPF), pp. 26–37.
LICS-2001-FioreT #semantics
Semantics of Name and Value Passing (MPF, DT), pp. 93–104.
LICS-1999-FioreCW #bisimulation
Weak Bisimulation and Open Maps (MPF, GLC, GW), pp. 67–76.
LICS-1999-FiorePT #syntax
Abstract Syntax and Variable Binding (MPF, GDP, DT), pp. 193–202.
TLCA-1999-FioreS #logic
λ Definability with Sums via Grothendieck Logical Relations (MPF, AKS), pp. 147–161.
LICS-1998-CattaniFW #concurrent #formal method #recursion
A Theory of Recursive Domains with Applications to Concurrency (GLC, MPF, GW), pp. 214–225.
LICS-1998-FioreH #axiom #game studies #process #recursion #representation
Recursive Types in Games: Axiomatics and Process Representation (MPF, KH), pp. 345–356.
LICS-1997-FiorePP #axiom #set
Complete Cuboidal Sets in Axiomatic Domain Theory (MPF, GDP, AJP), pp. 268–278.
CSL-1996-FioreP #axiom #modelling
An Extension of Models of Axiomatic Domain Theory to Models of Synthetic Domain Theory (MPF, GDP), pp. 129–149.
LICS-1996-AbadiF #recursion
Syntactic Considerations on Recursive Types (MA, MPF), pp. 242–252.
LICS-1996-FioreMS #π-calculus
A Fully-Abstract Model for the π-Calculus (MPF, EM, DS), pp. 43–54.
LICS-1994-FioreP #axiom #formal method #modelling
An Axiomatization of Computationally Adequate Domain Theoretic Models of FPC (MPF, GDP), pp. 92–102.
POPL-2016-CurienFM #calculus #formal method #modelling
A theory of effects and resources: adjunction models and polarised calculi (PLC, MPF, GMM), pp. 44–56.

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