Federica Di Stefano

Working

About

I'm a PostDoc at TU Wien at the Institute of Logic and Computation. From April, I will join the WWTF Project LAGER (Learning Abstractions for Generalized Reasoning in AI). I completed my PhD studies at TU Wien in January 2026. During my PhD, under the supervision of Mantas Simkus and co-supervision of Magdalena Ortiz, I worked on non-monotonic extensions of Description Logics based on predicate minimization and related to circumscription.

Contacts

  • Phone: +4366565363633
  • City: Vienna, Austria
  • Address: Favoritenstrasse 9-11, 1040
  • Email: federica.stefano[at]tuwien.ac.at

Short Curriculum

“It's the possibility of having a dream come true that makes life interesting.” ― Paulo Coelho, The Alchemist

Education

PhD in Computer Science

Oct 2020 - Jan 2026

TU Wien, Vienna, Austria.

Supervised by Mantas Simkus, co-supervised by Madgalena Ortiz, thesis title: Non-monotonic Description Logics Based on Predicate Minimization.

MSc in Mathematics

Oct 2016 - Feb 2019

University of Salerno, Salerno, Italy.

Supervised by Luca Spada, thesis title: A strong complete semantics for Lukasiewicz Propositional Logic.

BSc in Mathematics

Oct 2013 - Dec 2016

University of Salerno, Salerno, Italy.

Supervised by Cristina Coppola, thesis title: Point-free geometry: metric approaches and logic dualities.

Professional Experience

Project Assistant

2020 - Present

TU Wien, Vienna, Austria

Research Scholarship

Febraury 2020 - September 2020

University of Salerno, Salerno, Italy

Publications

International Conferences

Minimal Model Reasoning in Description Logics: Don’t Try This at Home!

Di Stefano F., Maniere Q., Ortiz M., and Simkus M.

KR2025 - Link

ArXiv here

Runner-up Ray Reiter Best Paper Award!

Expressive Description Logics with Rich Yet Affordable Numeric Constraints

Di Stefano F., Lukumbuzya S., Ortiz M., and Simkus M.

KR2025 - Link

Equilibrium Description Logics: Results on Complexity and Relations to Circumscription

Di Stefano F. and Simkus M.

KR2024 - Link

Stable Model Semantics for Description Logic Terminologies

Di Stefano F. and Simkus M.

AAAI2024 - Link

Description Logics with Pointwise Circumscription

Di Stefano F., Ortiz M. and Simkus M.

IJCAI2023 - Link

Unification in Lukasiewicz Logic with a Finite Number of Variables

Abbadini M., Di Stefano F. and Spada L.

IPMU2020 - Link

International Workshops

Translating Equilibrium Description Logics into Circumscription

Di Stefano F. and Simkus M.

DL2024 - Link

Circumscribing DL-Lite: Progress Report

Bonatti P., Di Stefano F., Ortiz M. and Simkus M.

DL2023 - Link

Pointwise Circumscription in Description Logics

Di Stefano F., Ortiz M. and Simkus M.

DL2022 - Link

Informal Publications and Abstracts

Minimal Model Reasoning in Description Logics: Don’t Try This at Home! (Extended Abstract)

Di Stefano F., Maniere Q., Ortiz M., and Simkus M.

DL2025 - Accepted

Expressive Description Logics with Rich Yet Affordable Numeric Constraints (Extended Abstract)

Di Stefano F., Lukumbuzya S., Ortiz M., and Simkus M.

DL2025 - Accepted

Stable Model Semantics for Description Logic Terminologies (Extended Abstract)

Di Stefano F. and Simkus M.

DL2024 - Link

Description Logics with Pointwise Circumscription (Extended Abstract)

Di Stefano F., Ortiz M. and Simkus M.

Recently Published Research Track at KR2023.

Pointwise Circumscription in Description Logics: a Local Approach to Non-Monotonicity.

Di Stefano F.

Doctoral Consortium at KR2021.

Theses

A strong Complete Semantics for Lukasiewicz Propositional Logic.

Di Stefano F.

Master Thesis, University of Salerno. PDF (ENG)

Point-free Geometry: Metric Approaches and Logic Dualities.

Di Stefano F.

Bachelor Thesis, University of Salerno. PDF (ITA)

Talks

Translating Equilibrium Description Logics into Circumscription

Presented at DL2024.

Stable Model Semantics for Description Logic Terminologies

Presented at AAAI2024 and DL2024.

Description Logics with Pointwise Circumscription

Presented at IJCAI2023 and KR2023.

Pointwise Circumscription in Description Logics

Presented at DL2022, co-located with NMR2022.

Pointwise Circumscription in Description Logics: a Local Approach to Non-Monotonicity.

Doctoral Consortium at KR2021, short abstract here.

Unification in Lukasiewicz Logic with a Finite Number of Variables

Presented online at IPMU2020, sadly I lost the slides.

Teaching

Teaching Assistant for Description Logics and Ontologies, cross-curricular, TU Wien,

Winter Semester 2023, in person.

Teaching Assistant for Geometry III, BSc in Mathematics, University of Salerno,

Summer Semester 2020, 20 hours, online.

Teaching Assistant for Mathematics I, BSc in Environmental Science, University of Salerno,

Winter Semester 2017, 20 hours, in person.

More

I come from a small region in southern Italy called Molise, where the background picture was taken (from my balcony). Molise is known to be the least-known region of Italy or the Italian region that does not exist, from which the moniker Molisn't. I am a Potterhead (proud member of Ravenclaw), a Marvel fan, and a collector of Lego. My guiding spirit is a Golden Retriever.