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I am an Assistant Professor in the Dept of Mathematics at Florida State University since Fall 26.
From Fall 23 to Spring 26, I was a postdoctoral associate at Carnegie Mellon University, mentored by Robin Neumayer.
Previously, from Fall 19 to Spring 23, I was a Ph.D. student at the University of São Paulo under the supervision of Stefano Nardulli and Camillo De Lellis.
Here is a copy of my CV: link.
My emails is rresende@fsu.edu
You can find me at Office 421, Love Building, FSU, Tallahassee, FL
Publications and preprints
Publications and preprints
They are arranged in chronological order (oldest at the bottom), and the titles and journals are clickable.
Existence of flat blowups at boundary points of anisotropic minimizing hypercurrents.
M. Novack and R. Resende. (2026)
Submitted.A proof of the Cartan-Hadamard conjecture for small volumes under a Ricci curvature lower bound.
M. Agnoletto, M. F. Da Silva, S. Nardulli, and R. Resende. (2026)
Submitted.Rigidity of critical points of hydrophobic capillary functionals.
A. De Rosa, R. Neumayer, and R. Resende. (2025)
Submitted.On the regularity of area minimizing currents at boundaries with arbitrary multiplicity.
I. Fleschler and R. Resende. (2024)
Submitted.Interior regularity of area minimizing currents within a $C^{2,\alpha}$-submanifold.
S. Nardulli and R. Resende. (2024)
Transactions of the American Mathematical Society (TAMS).Lipschitz approximation for general almost area minimizing currents.
R. Resende. (2023)
The Journal of Geometric Analysis (JGEA).Boundary regularity for anisotropic minimal Lipschitz graphs.
A. De Rosa and R. Resende. (2023)
Communications in PDEs (CPDE).Multiplicity of solutions to the multiphasic Allen-Cahn-Hilliard system with a small volume constraint on closed parallelizable manifolds.
J. H. Andrade, J. Conrado, S. Nardulli, P. Piccione, R. Resende. (2022)
Journal of Functional Analysis (JFA).Density of the boundary regular set of 2d area minimizing currents with arbitrary codimension and multiplicity.
S. Nardulli and R. Resende. (2022)
Advances in Mathematics (AiM).On clusters and the multi-isoperimetric profile in Riemannian manifolds with bounded geometry.
R. Resende. (2020)
Journal of Dynamical and Control Systems (JDCS).
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