Uploaded May 2026 | Updated September 2026, 2 weeks ago
Title: Information Propagation in Multiscale Systems, From Biochemical Signaling to Transduction Mechanisms
Speaker: Daniel M. Busiello, Max Planck Institute for the Physics of Complex Systems
Abstract: The presence of interconnected fluctuating processes occurring across multiple temporal scales is a fundamental characteristic of neural networks, ecological communities, biochemical architectures, and many other complex systems. Such processes can interact both directly and indirectly, with couplings across timescales often exhibiting intricate internal properties. This complexity makes understanding the relationships between the components of these multiscale systems a formidable challenge.
In this talk, I will begin by exploring how the distinct timescales associated with each process influence their effective couplings. By examining the probabilistic structure of a general multiscale system, I will uncover the underlying principles that govern information propagation across different timescales. In doing so, I will clarify the interplay between mutual information and coupling structure, revealing the origin of the critical distinction between causal and functional interactions in complex stochastic systems. I will then demonstrate how this emerging information structure can be harnessed to study minimal models of biochemical signaling networks and stochastic neural populations. Additionally, I will apply this framework to investigate how biological systems transduce information from hidden degrees of freedom through a set of accessible observables. I will show that, even within a limited energy budget, optimal transduction strategies can enhance information harvesting. This approach highlights a connection between mechanical stress and transduction efficiency in red blood cells. The ideas presented in this talk provide novel insights into the processing capabilities of complex multiscale systems.
Profile: Daniel M. Busiello earned his PhD in Physics from the University of Padua in 2018. He subsequently joined the Statistical Biophysics Lab at EPFL as a postdoctoral researcher. In 2022, he was appointed to an independent research position at the Max Planck Institute for the Physics of Complex Systems in Germany, where he established his research line at the interface of information theory, stochastic thermodynamics, and chemical reaction networks. Since early 2025, he has been a Group Leader at the University of Padua.
Daniel was awarded the Early Career Scientist Prize in Statistical Physics in 2025 and received the IgNobel Prize in Physics for his work on the phase behavior of Cacio e Pepe sauce.
Find out more about the TSVP on the program website: oist.jp/visiting-program
#ComplexSystems #MultiscaleSystems #CausalInference #StochasticSystems #BiochemicalNetworks #NeuralNetworks #OIST #TSVP #Theoretical #Science #VisitingProgram #Okinawa #research
Title: Information Propagation in Multiscale Systems, From Biochemical Signaling to Transduction Mechanisms
Speaker: Daniel M. Busiello, Max Planck Institute for the Physics of Complex Systems
Abstract: The presence of interconnected fluctuating processes occurring across multiple temporal scales is a fundamental characteristic of neural networks, ecological communities, biochemical architectures, and many other complex systems. Such processes can interact both directly and indirectly, with couplings across timescales often exhibiting intricate internal properties. This complexity makes understanding the relationships between the components of these multiscale systems a formidable challenge.
In this talk, I will begin by exploring how the distinct timescales associated with each process influence their effective couplings. By examining the probabilistic structure of a general multiscale system, I will uncover the underlying principles that govern information propagation across different timescales. In doing so, I will clarify the interplay between mutual information and coupling structure, revealing the origin of the critical distinction between causal and functional interactions in complex stochastic systems. I will then demonstrate how this emerging information structure can be harnessed to study minimal models of biochemical signaling networks and stochastic neural populations. Additionally, I will apply this framework to investigate how biological systems transduce information from hidden degrees of freedom through a set of accessible observables. I will show that, even within a limited energy budget, optimal transduction strategies can enhance information harvesting. This approach highlights a connection between mechanical stress and transduction efficiency in red blood cells. The ideas presented in this talk provide novel insights into the processing capabilities of complex multiscale systems.
Profile: Daniel M. Busiello earned his PhD in Physics from the University of Padua in 2018. He subsequently joined the Statistical Biophysics Lab at EPFL as a postdoctoral researcher. In 2022, he was appointed to an independent research position at the Max Planck Institute for the Physics of Complex Systems in Germany, where he established his research line at the interface of information theory, stochastic thermodynamics, and chemical reaction networks. Since early 2025, he has been a Group Leader at the University of Padua.
Daniel was awarded the Early Career Scientist Prize in Statistical Physics in 2025 and received the IgNobel Prize in Physics for his work on the phase behavior of Cacio e Pepe sauce.
Find out more about the TSVP on the program website: oist.jp/visiting-program
#ComplexSystems #MultiscaleSystems #CausalInference #StochasticSystems #BiochemicalNetworks #NeuralNetworks #OIST #TSVP #Theoretical #Science #VisitingProgram #Okinawa #research
![Panayotis Kevrekidis: Nonlinear Waves and their Applications (TSVP Talk at OIST)
Title: Nonlinear Waves and Their Applications: From Oceans to Planets, From Lasers to Quantum Fluids, From Origami to Pandemics
Speaker: Panayotis Kevrekidis, Distinguished University Professor, University of Massachusetts, Amherst
Abstract: In this talk, I will explore a number of ideas about nonlinear waves and their implications to a diverse array of fields: from mathematics to physics, engineering, computing, biology, and even (a little) art. I will begin with some history from 18th and 19th century fluid waves in channels and oceans, associated engineering observations, and artistic renderings. Next, I will share an intriguing story of (non) equity and inclusion around the first computer in post-atomic-bomb Los Alamos National Lab. The presentation will then pass through some Nobel Prize winning physical ideas related to the laser, quantum fluids, and some of their recent variations pursued experimentally including at Amherst. Finally, we will touch upon how in the past few years such wave phenomena have emerged in exotic materials, such as lattices made of origami elements, and how they have been leveraged toward studying the spread of pandemic infections.
Profile: Professor Kevrekidis studies a variety of systems stemming from the mathematical physics of nonlinear optical systems, of crystalline materials, as well as from the ultracold atomic setting of Bose-Einstein Condensates. The research mainly revolves around the existence, stability and dynamics of localized (solitary wave) structures in such one-, two- and three-dimensional setups, often described by equations of Nonlinear Schrodinger or Klein-Gordon type. Besides this main thrust of research Professor Kevrekidis also maintains a wide variety of additional modeling interests including mathematical biology [especially tumor angiogenesis, nephron dynamics and DNA models], simple cosmological models, the nucleation of liquid droplets, phase transition phenomena, catalytic chemistry and associated reaction-diffusion models, and dynamics and energy landscapes of glassy materials among others.
Kevrekidis is a Fellow of the American Physical Society (APS), of the American Mathematical Society (AMS) and of the Society for Industrial and Applied Mathematics (SIAM). He has been awarded an Honorary Doctorate from the University of Ioannina, Greece (2023), and has been elected in 2024 as a member of the European Academy for Sciences and the Arts (EASA).
Find out more about the TSVP on the program website: https://www.oist.jp/visiting-program
#OIST #OIST_TSVP #NonlinearOpticalSystems #mathematics #physics #research #oist #oist_tsvp #Theoretical #Science #VisitingProgram #Okinawa #TSVP Panayotis Kevrekidis: Nonlinear Waves and their Applications (TSVP Talk at OIST)](https://i.ytimg.com/vi/PI5uHRArr10/mqdefault.jpg)









