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Patrik L. Ferrari

Patrik L. Ferrari

D-Index & Metrics

Mathematics

D-Index
41
Citations
5093
World Ranking
1959
National Ranking
121

Overview

Patrik L. Ferrari is affiliated with the University of Bonn in Germany. Their research primarily focuses on diverse areas within mathematics, particularly statistics and probability, as well as mathematical physics and artificial intelligence. The main fields of study include:

  • Mathematics

Within these broader domains, Patrik L. Ferrari's work addresses several subfields, notably:

  • Statistics and Probability
  • Mathematical Physics
  • Artificial Intelligence
  • Condensed Matter Physics
  • Geometry and Topology

Thematically, Ferrari's research concentrates on topics such as:

  • Random Matrices and Applications
  • Stochastic processes and statistical mechanics
  • Bayesian Methods and Mixture Models
  • Theoretical and Computational Physics
  • Markov Chains and Monte Carlo Methods
  • Algebraic structures and combinatorial models
  • Statistical Methods and Bayesian Inference

Their publication record includes significant contributions to journals such as:

  • arXiv (Cornell University)
  • The Annals of Applied Probability
  • Communications in Mathematical Physics
  • Stochastic Processes and their Applications
  • The Annals of Probability

Recent papers authored by Patrik L. Ferrari cover various topics within their research scope. Notable examples include:

  • The Airy2 process and the 3D Ising model, 2023, Journal of Physics A Mathematical and Theoretical
  • Stationary Half-Space Last Passage Percolation, 2020, Communications in Mathematical Physics
  • Universality of the geodesic tree in last passage percolation, 2022, The Annals of Probability
  • Shock fluctuations in TASEP under a variety of time scalings, 2022, The Annals of Applied Probability
  • On the Exponent Governing the Correlation Decay of the Airy1 Process, 2022, Communications in Mathematical Physics

Patrik L. Ferrari collaborates frequently with several coauthors, including:

  • Alessandra Occelli
  • Ofer Busani
  • Min Liu
  • Dan Betea
  • Alexey Bufetov

Best Publications

  • Fluctuation Properties of the TASEP with Periodic Initial Configuration

    Alexei Borodin;Patrik L. Ferrari;Michael Prähofer;Tomohiro Sasamoto

  • Anisotropic growth of random surfaces in 2+1 dimensions

    Patrik L. Ferrari;Alexei Borodin

  • Anisotropic growth of random surfaces in 2 + 1 dimensions

    Alexei Borodin;Patrik L. Ferrari

  • Scaling Limit for the Space-Time Covariance of the Stationary Totally Asymmetric Simple Exclusion Process

    Patrik L. Ferrari;Herbert Spohn

  • Free Energy Fluctuations for Directed Polymers in Random Media in 1 + 1 Dimension

    Alexei Borodin;Ivan Corwin;Patrik Ferrari

  • Large time asymptotics of growth models on space-like paths I: PushASEP

    Alexei Borodin;Patrik L Ferrari

  • Height Fluctuations for the Stationary KPZ Equation

    Alexei Borodin;Ivan Corwin;Patrik Ferrari;Bálint Vető

  • Limit process of stationary TASEP near the characteristic line

    Jinho Baik;Patrik L. Ferrari;Sandrine Péché

  • Transition between Airy1 and Airy2 processes and TASEP fluctuations

    Alexei Borodin;Patrik L. Ferrari;Tomohiro Sasamoto

  • Random Growth Models

    Patrik L. Ferrari;Herbert Spohn

  • Large Time Asymptotics of Growth Models on Space-like Paths II: PNG and Parallel TASEP

    Alexei Borodin;Patrik L. Ferrari;Tomohiro Sasamoto

  • Polynuclear growth on a flat substrate and edge scaling of GOE eigenvalues

    Patrik L. Ferrari

  • Step Fluctuations for a Faceted Crystal

    Patrik L. Ferrari;Herbert Spohn

  • A determinantal formula for the GOE Tracy-Widom distribution

    Patrik L Ferrari;Herbert Spohn

  • Transition between Airy_1 and Airy_2 processes and TASEP fluctuations

    Alexei Borodin;Patrik L. Ferrari;Tomohiro Sasamoto

  • From interacting particle systems to random matrices

    Patrik L Ferrari

  • Slow decorrelations in KPZ growth

    Patrik L. Ferrari

  • Tracy–Widom asymptotics for $q$-TASEP

    Patrik L. Ferrari;Bálint Vető

  • Limit Processes for TASEP with Shocks and Rarefaction Fans

    Ivan Corwin;Patrik L. Ferrari;Sandrine Péché

  • Fluctuations in the Discrete TASEP with Periodic Initial Configurations and the Airy1 Process

    Alexei Borodin;Patrik L. Ferrari;Prähofer Michael

  • Domino tilings and the six-vertex model at its free-fermion point

    Patrik L Ferrari;Herbert Spohn

Frequent Co-Authors

Herbert Spohn
Herbert Spohn Technical University of Munich
Ivan Corwin
Ivan Corwin Columbia University
Tomohiro Sasamoto
Tomohiro Sasamoto Tokyo Institute of Technology
Jinho Baik
Jinho Baik University of Michigan–Ann Arbor
Joel L. Lebowitz
Joel L. Lebowitz Rutgers, The State University of New Jersey
Mark Adler
Mark Adler Brandeis University

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