Matteo PASCUCCI

Curriculum vitae
Matteo Pascucci

Matteo Pascucci is a research fellow at the Department of Philosophy of Central European University (CEU) and a researcher at the Institute of Philosophy of the Slovak Academy of Sciences (SAS). His main research areas are the following:

  • modal logic;
  • temporal logic;
  • deontic logic and normative reasoning;
  • formal analysis of indeterminism;
  • ethics of artificial intelligence.

 

He has taught courses on Classical Logic, Modal Logic, Argumentation Theory and Ethics of AI at various institutions.

 

His research projects as Principal Investigator are the following: MODREQUAM (CEU, since 2024), "Responsibility and Modal Logic" (SAS, since 2022), "A fine-grained analysis of Hohfeldian concepts" (SAS, 2020-2023), "A logical analysis of recent developments of the hierarchical view of modalities" (SAS, 2019), "Strategies to reduce deontic to alethic modalities" (SAS, 2019), and "Determinism: comparing a logical and an empirical perspective" (University of Salzburg, 2016-2017).

Principali recenti pubblicazioni scientifiche
  • M. Pascucci and I. Sedlár (forthcoming). “Hyperintensional models for non-congruential modal logics”. Logic Journal of the IGPL, online first.
  • D. Glavaničová and M. Pascucci (2024). “Making sense of vicarious responsibility: moral philosophy meets legal theory”. Erkenntnis 89(1): 107–128.
  • M. Pascucci (2023). “An axiomatic approach to the Quantified Argument Calculus”. Erkenntnis 88(8): 3605–3630.
  • M. Pascucci and G. Sileno (2023). “A formal, diagrammatic, and operational study of normative relations”. Journal of Logic and Computation 33(4): 764–795.
  • Giordani and M. Pascucci (2022). “Generalizing deontic action logic”. Studia Logica 110(4): 989–1033.
  • M. Pascucci and C.E.A. Pizzi (2022). “Permanence vs. termination: a logical analysis”. Logique et Analyse 257: 57–78.
  • V. Grandjean and M. Pascucci (2021). “The machine scenario. A computational perspective on alternative representations of indeterminism”. Minds and Machines 31(1): 59–74.
  • M. Pascucci (2020). “A note on the issue of cohesiveness in canonical models”. Journal of Logic, Language and Information 29(3): 331–348.

 

For the full list of publications, see here: https://philpeople.org/profiles/matteo-pascucci