activity
20072026
most citedUpper limit on the cosmic-ray photon fraction at EeV energies from the Pierre Auger Observatory

150 citations · 714 across the 49 of their papers we have counts for

collaborators

57 papers

physics.optics2026

Probe- and Substrate-Dependent Visibility of Mie Resonances in Silicon Nanospheres

Yonas Lebsir, Huatian Hu, P. A. D. Gonçalves +5

Silicon nanospheres are high-quality optical resonators and promising building blocks for Mie-tronic devices. While the Mie resonances of an isolated sphere are well understood, pr…

math.PR2026

Degree-preserving conservative processes and a unified approach for their hydrodynamics

Chiara Franceschini, Patrícia Gonçalves, Kohei Hayashi +1

We investigate a broad class of large-scale one-dimensional interacting systems characterized by a single conservation law and satisfying the "degree-preserving property". Under mi…

math.PR2026

Finite reservoirs lead to Wentzell boundary conditions for independent random walks and exclusion process

Matheus Franco, Tertuliano Franco, Patrícia Gonçalves

We analyze the scaling limits (hydrodynamics/propagation of local equilibrium) of two particle systems, namely independent random walks (IRW) and symmetric exclusion processes (SEP…

hep-ph2026

Kaon Boer-Mulders function using a contact interaction

Dan-Dan Cheng, Minghui Ding, Daniele Binosi +1

Using a symmetry preserving treatment of a vector*vector contact interaction (SCI), results are delivered for the four kaon transverse momentum dependent parton distribution functi…

math.PR2026

Fluctuations of the Boundary-Driven Symmetric Zero-Range Process from the NESS

Patrícia Gonçalves, Adriana Neumann, Maria Chiara Ricciuti

We study the non-equilibrium stationary fluctuations of a symmetric zero-range process on the discrete interval coupled to reservoirs at sites and , w…

math.PR2025

Derivation of stochastic Burgers on the line with a Dirichlet boundary condition at the origin

Cédric Bernardin, Ana Djurdjevac, Patricia Gonçalves +1

We analyze the \emph{equilibrium fluctuations} of a Hamiltonian chain of oscillators on \(\mathbb{Z}\) with an exponential potential, perturbed by a conservative, symmetric noise.…