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1. Logarithmic critical slowing down in complex systems: from statics to dynamics

2. Intensity pseudo-localized phase in the glassy random laser

3. Hopfield-like open channel retrieval for disordered optical media

4. Multi-mode fiber reservoir computing overcomes shallow neural networks classifiers

5. Universality class of the mode-locked glassy random laser

6. Replica symmetry breaking in random lasers: experimental measurement of the overlap distribution

7. A generalized Hopfield model to store and retrieve mismatched memory patterns

8. Worldwide bilateral geopolitical interactions network inferred from national disciplinary profiles

9. Single-step transmission matrix retrieval for fast imaging through multi-mode fibers

11. Solving the fully-connected spherical $p$-spin model with the cavity method: equivalence with the replica results

12. Spin glasses in a field show a phase transition varying the distance among real replicas (and how to exploit it to find the critical line in a field)

13. Self-starting nonlinear mode-locking in random lasers

14. Transmission Matrix Inference via Pseudolikelihood Decimation

15. Glassiness and Lack of Equipartition in Random Lasers: the common roots of Ergodicity Breaking in Disordered and Non-linear Systems

16. Learning Direct and Inverse Transmission Matrices

18. Improved Pseudolikelihood Regularization and Decimation methods on Non-linearly Interacting Systems with Continuous Variables

20. Inverse problem for multi-body interaction of nonlinear waves

21. Regularization and decimation pseudolikelihood approaches to statistical inference in $XY$-spin models

22. Multi-body quenched disordered $XY$ and $p$-clock models on random graphs

23. Dynamical arrest with zero complexity: the unusual behavior of the spherical Blume Emery Griffiths disordered model

24. The Complex Spherical 2+4 Spin Glass: a Model for Nonlinear Optics in Random Media

25. Statistical physics of nonlinear wave interaction

26. The glassy random laser: replica symmetry breaking in the intensity fluctuations of emission spectra

27. Nonlinear $XY$ and $p$-clock models on sparse random graphs: mode-locking transition of localized waves

28. Statistical physical theory of mode-locking laser generation with a frequency comb

29. General phase-diagram of multimodal ordered and disordered lasers in closed and open cavities

30. Finite size correction to the spectrum of regular random graphs: an analytical solution

31. Small clusters Renormalization Group in 2D and 3D Ising and BEG models with ferro, antiferro and quenched disordered magnetic interactions

32. Time-resolved dynamics of granular matter by random laser emission

33. Imry-Ma criterion for long-range random field Ising model: short-/long-range equivalence in a field

34. Exactly solvable spin-glass models with ferromagnetic couplings: the spherical multi-$p$-spin model in a self-induced field

35. Critical behavior of the XY model in complex topologies

36. Shaken Granular Lasers

37. Following states in temperature in the spherical s+p-spin glass model

38. Critical slowing down exponents in quenched disordered spin models for structural glasses: Random Orthogonal and related models

39. On the two-steps relaxation of mean-field glasses: p-spin model

40. Statistical mechanical approach to secondary processes and structural relaxation in glasses and glass formers

41. Random, thermodynamic and inverse first order transitions in the Blume-Capel spin-glass

42. Complexity of waves in nonlinear disordered media

43. The overlap parameter across an inverse first order phase transition in a 3D spin-glass

44. Thermodynamic first order transition and inverse freezing in a 3D spin-glass

45. Spin glass dynamics through the lens of the coherence length.

46. A stroll among effective temperatures in aging systems: limits and perspectives

47. Static and dynamic glass-glass transitions: a mean-field study

48. Amorphous-amorphous transition and the two-step replica symmetry breaking phase

49. Marginal States in Mean Field Glasses

50. Spin-Glass Model for Inverse Freezing

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