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: Fiore:Marcelo_P=
Contributed to:
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.