Pietro Dall’Olio Data-verified

Affiliation confirmed via AI analysis of OpenAlex, ORCID, and web sources.

Assistant Professor of Computer Science

Last publication 2025 Last refreshed 2026-05-16

faculty

5 h-index 20 pubs 65 cited

Biography and Research Information

OverviewAI-generated summary

Pietro Dall’Olio's research investigates theoretical aspects of quantum field theory, particularly focusing on generalized parton distributions and their connection to Lorentz symmetry and the DGLAP equation. His work explores the mathematical frameworks used to describe subatomic particle interactions, including the application of Landau-Khalatnikov-Fradkin transformations to analyze quark propagators. Dall'Olio also examines the scheme dependence of renormalization group improvement in infrared Yang–Mills theory and investigates the role of homotopy data within lattice field theory. His recent publications include studies on these topics, with a forward-looking paper on relational foundations for spacetime quantum physics scheduled for 2025. Dall'Olio holds an h-index of 5 with 65 citations across 20 publications, indicating recent activity in his field.

Metrics

  • h-index: 5
  • Publications: 20
  • Citations: 65

Selected Publications

  • Towards Relational Foundations for Spacetime Quantum Physics (2025)
  • Unraveling generalized parton distributions through Lorentz symmetry and partial DGLAP knowledge (2024)
    8 citations DOI OpenAlex
  • Unraveling Generalized Parton Distributions Through Lorentz Symmetry and Partial DGLAP Knowledge (2024)
    1 citation DOI OpenAlex
  • Review of: "Dimensional Regularization as Mass Generating Mechanism" (2023)
  • Exploiting the scheme dependence of the renormalization group improvement in infrared Yang–Mills theory (2022)
    3 citations DOI OpenAlex
  • Landau-Khalatnikov-Fradkin transformations for the two loop massless quark propagator (2021)
    5 citations DOI OpenAlex
  • Homotopy data as part of the lattice field: A first study (2021)
    1 citation DOI OpenAlex
  • Homotopy data as part of the lattice field: A first study (2021)
  • Landau-Khalatnikov-Fradkin transformations for the two loop massless quark propagator (2021)
  • Topological aspects of fields modeled using extended lattice fields: a first study (2021)

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