Welcome & Introduction

Variations on a theme of Krylov

• Pawel Caputa

Nielsen and Krylov complexity

• Ben Craps

Krylov Complexity from the Partition Function

• Tim Schumann

De Sitter holographic complexity from Krylov complexity in DSSYK

• Mengting Wang

Holographic black hole formation and scrambling in time-ordered correlators

• Adrián Sánchez Garrido

Bubble nucleation and growth for false vacuum decay on the lattice

• Jutho Haegeman

Tensor networks for spectral properties

• Mari Carmen Bañuls

Let's talk about attractors (again)

• Michał Spaliński

Quantum dynamics at short times

• Tilman Enss

Quasinormal Modes in Far-From-Equilibrium Systems: Understanding Nonthermal Attractors and Hydrodynamization

• Matisse De Lescluze

Prethermalization and quantum scars in cavity-coupled Rydberg arrays

• Alex Mikheev

Operator product expansion and thermal holography

• Andrei Parnachev

Universal thermalisation dynamics in (1+1)d QFT

• Richard A. Davison

Thermalization of Boost-invariant 1+1D QFT

• Chadwick Van Hoorickx

Holographic pseudospectra and diffusion

• David García Fariña

Mode completeness for black hole perturbations

• Ben Withers

Ergodic versus integrable Hamiltonian dynamics from the lenses of temporal correlations

• Luca Tagliacozzo

Fluid dynamics far from equilibrium: a concrete example

• Gabriel Denicol

Causal completions of hydrodynamics

• Robbe Brants

Computing More with Less: Random Tensor Networks and New Algorithms for Time Evolution.

• Jacopo de Nardis

I will present recent analytical and numerical results on quantum complexity and anticoncentration in many-body wave functions, using random tensor-network ensembles as a powerful, tractable testbed for non-equilibrium dynamics. I will then introduce new algorithms for the classical simulation of quantum time evolution: (i) hybrid tensor-network methods enhanced by Clifford unitaries, and (ii) Monte Carlo sampling of spatially contracted networks. Together, these approaches extend the reach of tensor network simulations, showing how less resources suffice to capture key quantum features.

Temporal entanglement transition in chaotic quantum many-body dynamics

• Alessio Lerose

Timelike entanglement: from geometry to field theory

• Fabio Ori

From holographic entanglement entropy to geometric probes of de Sitter cosmologies

• Federica Colombo