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Topic: complex systems

Seminar
3 seminars

In Applied Mathematics and Artificial Intelligence

Seminar · Economics

'Market humanism: towards a new paradigm for the economy and economics' with Prof Eric Beinhocker and Nick Hanauer

Eric Beinhocker · INET Oxford and Blavatnik School of Government, University of Oxford

Thu, Mar 5, 2026 · 13:00 UTC

Eric Beinhocker and Nick Hanauer present Market Humanism as a proposed framework for an economy centred on human flourishing. They interpret the period since the financial crisis as a gap between economic paradigms, with consequences for democracy, climate action and responses to artificial intelligence. Drawing on economics, philosophy, behavioural and social sciences, complex systems, evolutionary theory and computer science, they outline the proposed framework and its implications for policy and business. The discussion considers how it could alter politics and public narratives, and the p

Seminar · Machine Learning

Spike-based embeddings for multi-relational graph data

Dominik Dold · European Space Research and Technology Centre

Tue, Nov 2, 2021 · 14:55 UTC

A rich data representation that finds wide application in industry and research is the so-called knowledge graph - a graph-based structure where entities are depicted as nodes and relations between them as edges. Complex systems like molecules, social networks and industrial factory systems can be described using the common language of knowledge graphs, allowing the usage of graph embedding algorithms to make context-aware predictions in these information-packed environments.

Seminar · Dynamical Systems

Theory, reimagined

Greg Stephens · VU Amsterdam

Fri, Dec 11, 2020 · 13:00 UTC

Physics offers countless examples for which theoretical predictions are astonishingly powerful. But it’s hard to imagine a similar precision in complex systems where the number and interdependencies between components simply prohibits a first-principles approach, look no further than the challenge of the billions of neurons and trillions of connections within our own brains. In such settings how do we even identify the important theoretical questions? We describe a systems-scale perspective in which we integrate information theory, dynamical systems and statistical physics to extract understan