
Explore mixing time and cutoff for one-dimensional systems in this advanced mathematics lecture by Hubert Lacoin at IMPA's 70th anniversary conference.

Explore singularity formation in 1D Schrödinger equations with cubic nonlinearity and its connections to Schrödinger map and vortex filament equation.

Explore exact solutions for strongly interacting one-dimensional systems under confinement, delving into advanced quantum physics concepts and mathematical techniques.

Explore exact solutions for strongly interacting one-dimensional systems under confinement, delving into advanced quantum physics concepts and mathematical techniques.

Explore exact solutions for strongly interacting one-dimensional systems under confinement, delving into advanced quantum physics concepts and mathematical techniques.

Explore a 1D particle system with perfectly plastic collisions, analyzing out-of-equilibrium dynamics and complex system behavior in physics.

Дослідіть алгебраїчні версії методу резонуючих груп та їх застосування в одновимірному випадку через призму аналітичних результатів та теоретичної фізики.

Explore Green's Function through a one-dimensional example, gaining insights into this mathematical concept and its applications in physics and engineering.

Explore current fluctuations in noninteracting run-and-tumble particles, focusing on flux distribution through origin and anomalous large-deviation form in active particles.

Explore advanced concepts in one-dimensional statistical mechanics and resurgence theory through mathematical physics principles and analytical techniques.

Explore phase transitions in one-dimensional symbolic systems with Tamara Kucherenko's insightful conference talk on mathematical dynamics and quasicrystals.

Explore fractional conductances in strongly interacting 1D systems with N channels. Analyze conditions for perturbation coexistence, gap opening, and conductance calculations in complex quantum systems.

Explore theoretical models and Luttinger approach for fractional conductance in one-dimensional constrictions, examining recent experimental observations and potential fractions.

Explore integrable models of mobile impurities in one-dimensional fermion gases, examining nonperturbative solutions, Fredholm determinants, and phenomena like incomplete relaxation and momentum-dependent statistics.

Explore resonant fractional conductance in 1D Wigner chains, focusing on quantum point contacts, fractionally charged solitons, and conductance patterns in spinless and spinful cases.