P1: Eiki Kojima (Hokkaido University) Coexistence of stochastic resonance and stochastic chaos in random dynamical systems
P2: Yuzuru Sato (Hokkaido University) Statistical periodicity in noise-induced order from Ruelle-Pollicott resonances
P3: Tefi Shin (Kyoto University) Construction of chaotic dynamical systems with a given invariant measure and analysis of the Fokker–Planck spectrum
P4: Shuta TAKEUCHI (University of Tokyo) Estimating the Number of Fixed Points in Randomly Coupled Dynamics: A Gaussian Integral Approach
P5: Lingfeng Chen (Tokyo University of Science) Predicting bifurcations in dynamical systems with transfer learning
P6: CHOI MOONSEOK (Institue of Science Tokyo) Stochastic synchronization in three oscillators under common and independent noise
P7: Koji Yano (Osaka Unviersity) The law of large numbers for time-inhomogeneous Markov chains under general conditions
P8: Yuto Nakajima (Doshisha Unviersity) Exact dimensionality of projected measures for expanding rational semigroups
P9: Tehmina Qayyoom (Hokkaido Unversity) Intermittency: from deterministic to random systems
P10: Isamu Ohnishi (Waseda University) A Variational Proof of the Ryu–Takayanagi Formula in Non-Compact Gauge Theories from Lie-Algebraic Observable-Dependent Renormalization
P11: Aaron Lau (Osaka University) Ergodicity for Mckean--Vlasov equations with common noise
P12: Yuzuru Mitsui (Kyushu University) Synchronization, waveform proportionality, and Taylor's law in strongly coupled oscillators
P13: Takayuki Watanabe (Chubu University) Criteria for typical total disconnectedness of Julia sets of general random polynomials
P14: Keisuke Taga (Tokyo University of Science) TBA
P15: Fumihiko Nakamura (Kitami Institute of Technology) Toward a stability analysis of the density-dependent tent map