[spolaor]

Post Doc., MIT

**Email:** *lspolaor AT mit.edu*

- M. Engelstein - L. Spolaor - B. Velichkov (Preprint)

Uniqueness of the blow-up at isolated singularities for the Alt-Caffarelli functional (2018) - M. Engelstein - L. Spolaor - B. Velichkov (Preprint)

(Log-)epiperimetric inequality and regularity over smooth cones for almost Area-Minimizing currents (2018) - M. Colombo - L. Spolaor - B. Velichkov (Submitted Paper)

Direct epiperimetric inequalities for the thin obstacle problem and applications (2017) - M. Colombo - N. Edelen - L. Spolaor (Preprint)

The singular set of minimal surfaces near polyhedral cones (2017) - M. Colombo - L. Spolaor (Accepted Paper:
*CAG*)

Quantitative estimate on singularities in isoperimetric clusters (2017) - C. De Lellis - E. Spadaro - L. Spolaor (Accepted Paper:
*JDG*)

Regularity theory for $2$-dimensional almost minimal currents III: blowup (2017) - L. Spolaor - B. Velichkov (Accepted Paper:
*Comm. Pure Appl. Math.*)

An epiperimetric inequality for the regularity of some free boundary problems: the $2$-dimensional case (2017) - M. Colombo - L. Spolaor - B. Velichkov (Accepted Paper:
*Geom. Funct. Anal.*)

A logarithmic epiperimetric inequality for the obstacle problem (2017) - F. Ghiraldin - L. Spolaor (Accepted Paper:
*Manuscripta Math.*)

On the number of singular points for planar multivalued harmonic functions (2016) - L. Spolaor (Preprint)

Almgren's type regularity for Semicalibrated Currents (2015) - C. De Lellis - E. Spadaro - L. Spolaor (Accepted Paper:
*Transactions AMS*)

Regularity theory for $2$-dimensional almost minimal currents I: Lipschitz approximation (2015) - C. De Lellis - E. Spadaro - L. Spolaor (Accepted Paper:
*Comm. Pure Appl. Math.*)

Uniqueness of tangent cones for $2$-dimensional almost minimizing currents (2015) - C. De Lellis - E. Spadaro - L. Spolaor (Accepted Paper:
*Annals of PDEs*)

Regularity theory for $2$-dimensional almost minimal currents II: branched center manifold (2015)

*3 sep 2018 - 6 sep 2018:*Meeting on Applied Mathematics and Calculus of Variations