Deep Linear Networks with Arbitrary Loss: All Local Minima Are Global, Thomas Laurent
Thomas Laurent

The Multilinear Structure of ReLU Networks, Thomas Laurent
Thomas Laurent

Deep Linear Networks with Arbitrary Loss: All Local Minima Are Global, Thomas Laurent
Mathematics Faculty Works

The Multilinear Structure of ReLU Networks, Thomas Laurent
Mathematics Faculty Works

Consistency of Cheeger and Ratio Graph Cuts, Nicolás Garcia Trillos, Dejan Slepcev, James von Brecht, Thomas Laurent, Xavier Bresson
Thomas Laurent

Global-in-time weak measure solutions and finite-time aggregation for nonlocal interaction equations, Jose A. Carrillo, Marco Di Francesco, Alessio Figalli, Thomas Laurent, Dejan Slepcev
Thomas Laurent

Confinement in nonlocal interaction equations, Jose A. Carrillo, M. Di Francesco, A. Figalli, Thomas Laurent, Dejan Slepcev
Thomas Laurent

The regularity of the boundary of a multidimensional aggregation patch, Andrea L. Bertozzi, John B. Garnett, Thomas Laurent, Joan Verdera
Thomas Laurent

Convergence of a Steepest Descent Algorithm for Ratio Cut Clustering, Xavier Bresson, Thomas Laurent, David Uminsky, James H. von Brecht
Thomas Laurent

An Adaptive Total Variation Algorithm for Computing the Balanced Cut of a Graph, Xavier Bresson, Thomas Laurent, David Uminsky, James H. von Brecht
Thomas Laurent

A Method Based on Total Variation for Network Modularity Optimization using the MBO Scheme, Huiyi Hu, Thomas Laurent, Mason A. Porter, Andrea L. Bertozzi
Thomas Laurent

Characterization of radially symmetric finite time blowup in multidimensional aggregation equations, Andrea L. Bertozzi, John B. Garnett, Thomas Laurent
Thomas Laurent

An Incremental Reseeding Strategy for Clustering, Xavier Bresson, Huiyi Hu, Thomas Laurent, Arthur Szlam, James von Brecht
Thomas Laurent

Enhanced Lasso Recovery on Graph, Xavier Bresson, Thomas Laurent, James von Brecht
Thomas Laurent

The regularity of the boundary of a multidimensional aggregation patch, Andrea L. Bertozzi, John B. Garnett, Thomas Laurent, Joan Verdera
Mathematics Faculty Works

Enhanced Lasso Recovery on Graph, Xavier Bresson, Thomas Laurent, James von Brecht
Mathematics Faculty Works

An Incremental Reseeding Strategy for Clustering, Xavier Bresson, Huiyi Hu, Thomas Laurent, Arthur Szlam, James von Brecht
Mathematics Faculty Works

An Adaptive Total Variation Algorithm for Computing the Balanced Cut of a Graph, Xavier Bresson, Thomas Laurent, David Uminsky, James H. von Brecht
Mathematics Faculty Works

A Method Based on Total Variation for Network Modularity Optimization using the MBO Scheme, Huiyi Hu, Thomas Laurent, Mason A. Porter, Andrea L. Bertozzi
Mathematics Faculty Works

Characterization of radially symmetric finite time blowup in multidimensional aggregation equations, Andrea L. Bertozzi, John B. Garnett, Thomas Laurent
Mathematics Faculty Works

Convergence of a Steepest Descent Algorithm for Ratio Cut Clustering, Xavier Bresson, Thomas Laurent, David Uminsky, James H. von Brecht
Mathematics Faculty Works