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Glassy landscapes.
Activated dynamics.

The high-d landscapes paradigm: spin-glasses, and beyond (Review paper)

with Y. V. Fyodorov

Link to the paper

High-dimensional random landscapes: from typical to large deviations (Lecture notes)

link: see page on teaching

Distribution of rare saddles in the p-spin energy landscape 

Link to the paper

Dynamical Instantons and Activated Processes in Mean-Field Glass Models

with G. Biroli and  C. Cammarota  

 Link to the paper

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​Triplets of local minima in a high-dimensional random landscape:

correlations, clustering, and memoryless activated jumps

with A. Pacco and A. Rosso

Link to the paper

Complexity of energy barriers in mean-field glassy systems

with G. Biroli and  C. Cammarota   

Link to the paper

Link to supplementary

Curvature-driven pathways interpolating between stationary points:

the case of the pure spherical 3-spin model

with A. Pacco and G. Biroli 

 Link to the paper

High-d inference.
Random Matrices.
Machine Learning.

 

Complex energy landscapes in spiked-tensor and simple glassy models:

Ruggedness, arrangements of local minima, and phase transitions

with G.B. Arous, G. Biroli and C. Cammarota   

Link to the paper

Overlaps between eigenvectors of spiked, correlated random matrices

with A. Pacco   

Link to the paper​

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​Class imbalance in anomaly detection: learning from an exactly solvable model

with F.S. Pezzicoli, F.P. Landes and M. Baity-Jesi

Link to the paper​

Complex systems.
Non-reciprocity.
Ecology.

Non-reciprocal interactions and high-dimensional chaos:

comparing dynamics and statistics of equilibria in a solvable model

with S. Fournier, A. Pacco and P. Urbani

 Link to the paper

Generalized Lotka-Volterra equations with random, non-reciprocal

interactions: the typical number of equilibria

with F. Roy, G. BiroliG. Bunin and  A. Turner   

Link to the paper

Link to supplementary

Quenched complexity of equilibria for asymmetric Generalized Lotka-Volterra equations

with F. Roy, G. Biroli and G. Bunin 

Link to the paper

Quantum localization & integrability.

Local integrals of motion in many‐body localized systems (Review paper)

with J.Z. Imbrie and  A. Scardicchio   

Link to the paper

Integrals of motion in the many-body localized phase

with M. Müller and  A. Scardicchio   

Link to the paper

Remanent magnetization: signature of Many-Body Localization

in quantum antiferromagnets

with M. Mueller

Link to the paper

Link to supplementary

Quantum 
localization & glassiness

 

Fluctuation driven transitions in localized insulators:

Intermittent metallicity and path chaos precede delocalization

with M. Mueller 

Link to the paper

Anderson transition on the Bethe lattice: an approach with real energies

with G. Parisi, S. Pascazio, F. Pietracaprina and  A. Scardicchio  

Link to the paper

Localized systems coupled to small baths: From Anderson to Zeno

with D.A. Huse, R. Nandkishore, F. Pietracaprina and A. Scardicchio   

Link to the paper

Forward approximation as a mean-field approximation for the Anderson and many-body localization transitions

with F. Pietracaprina and A. Scardicchio   

Link to the paper

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