Riccardo Caniato

most citedCoulomb Gauges and Regularity for Stationary Weak Yang

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Mills Connections in Supercritical Dimension

1 citations · 1 across the 3 of their papers we have counts for

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math.DG2025

Symmetric log-epiperimetric inequality for harmonic maps with analytic target and applications

Riccardo Caniato, Davide Parise

We establish a direct symmetric (log)-epiperimetric inequality for harmonic maps with analytic target and we leverage on this result to achieve a new proof of Simon's celebrated un…

math.DG2024

Almost minimizing Yang $-$ Mills fields: log-epiperimetric inequality, non-concentration, and uniqueness of tangents

Riccardo Caniato, Davide Parise

We establish a direct log-epiperimetric inequality for Yang $-$ Mills fields in arbitrary dimension and we leverage on it to prove uniqueness of tangent cones with isolated singulari…

math.DG2024★ 1 cited

Coulomb Gauges and Regularity for Stationary Weak Yang $-$ Mills Connections in Supercritical Dimension

Riccardo Caniato, Tristan Rivière

We prove that stationary Yang $-$ Mills fields in dimensions 5 belonging to the variational class of weak connections are smooth away from a closed singular set $S$ of vanishing 1-di…

Symmetric log-epiperimetric inequality for harmonic maps with analytic target and applications

Almost minimizing Yang−Mills fields: log-epiperimetric inequality, non-concentration, and uniqueness of tangents

Coulomb Gauges and Regularity for Stationary Weak Yang−Mills Connections in Supercritical Dimension

Almost minimizing Yang $-$ Mills fields: log-epiperimetric inequality, non-concentration, and uniqueness of tangents

Coulomb Gauges and Regularity for Stationary Weak Yang $-$ Mills Connections in Supercritical Dimension