Michael B. Horn
Co-Founder, Clayton Christensen Institute | Author of Disrupting Class & Blended | Education Innovation & Future of Learning
2016 Nobel Laureate in Physics | Sherman Fairchild University Professor, Princeton | Pioneer of Topological Quantum Matter
Duncan Haldane is the physicist who discovered that mathematics can protect matter itself — and won the Nobel Prize proving it. His theories on topological quantum matter, initially rejected as impossible, now form the foundation of the global race toward quantum computing. On stage, he offers rare insight into how genuinely disruptive breakthroughs happen: by trusting rigorous ideas over consensus, even when the consensus pushes back hard.
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F. Duncan M. Haldane is one of the most original theoretical physicists of his generation — a scientist whose unconventional ideas were initially dismissed as impossible and later recognized as the foundation of an entirely new field of physics. The Sherman Fairchild University Professor of Physics at Princeton University, Haldane has spent four decades reshaping how physicists understand matter at its most exotic, quantum-mechanical level. His work has opened pathways toward next-generation electronics, materials science, and topologically-protected quantum computing.
Nobel Prize speaker Duncan Haldane is best known for his theoretical discoveries in topological phases of matter — an achievement recognized with the 2016 Nobel Prize in Physics, shared with David J. Thouless and J. Michael Kosterlitz. His Nobel-winning work centers on the application of topology, a branch of mathematics that describes properties that remain unchanged under continuous deformation, to the quantum behavior of materials. In the early 1980s, working at USC and Bell Laboratories, Haldane published two landmark papers demonstrating that chains of magnetic atoms behave in fundamentally different ways depending on whether they have integer or half-integer quantum spin — a shocking prediction that contradicted the scientific consensus of the time and was initially blocked for publication. “At the time, it made a big stir because people said it’s nonsense, it has to be wrong,” Haldane later recalled. “I knew it was right.” The result, now known as the Haldane phase, became the first recognized example of topological quantum matter.
In 1988, Haldane followed this with a third transformative paper — a graphene-like model demonstrating that the quantum Hall effect could exist without any magnetic field at all, purely from the topology of the electronic band structure. Dismissed for years as a theorist’s curiosity, the model was eventually recognized as the blueprint for topological insulators and Chern insulators, materials that conduct electricity along their edges while acting as insulators in their bulk. The experimental realization of these states in the 2010s triggered a worldwide explosion of research, and today the “Haldane model” is considered one of the foundational texts of modern condensed matter physics.
Haldane was educated at St Paul’s School in London and Christ’s College, Cambridge, where he earned his PhD in 1978 under Nobel laureate Philip W. Anderson. He has held positions at the Institut Laue–Langevin in Grenoble, the University of Southern California, Bell Laboratories, and the University of California San Diego before joining Princeton in 1990, where he has remained ever since. His honors include the Oliver E. Buckley Condensed Matter Physics Prize (1993), the ICTP Dirac Medal (2012), Fellowship of the Royal Society of London, and election to the U.S. National Academy of Sciences. His current research continues to push at the geometry of the fractional quantum Hall effect and the deeper mathematical structure underlying topological quantum states.
As a speaker, Duncan Haldane brings an exceptional combination of intellectual depth, biographical arc, and genuine excitement about ideas to every stage. He speaks compellingly about how great scientific breakthroughs often begin as heterodox, unwelcome predictions — and why the willingness to trust rigorous mathematics over prevailing intuition is essential to progress. For audiences in science, technology, finance, and innovation, Haldane offers a rare window into how the most consequential discoveries are made: not by chasing incremental improvements, but by following ideas wherever the logic leads, even when no one believes you yet.
A compelling exploration of how topology — the mathematics of shapes and continuous transformation — turned out to be the hidden language governing some of matter's most exotic behaviors. Haldane traces the journey from pure theoretical curiosity to a global research field with profound implications for quantum computing, next-generation electronics, and materials science. Accessible and authoritative, this talk gives senior audiences a grounded understanding of where the quantum technology revolution is actually coming from — and why its foundations are more solid than most people realize.
A personal and intellectual narrative about what it means to publish work the field considers wrong, wait years for experimental confirmation, and ultimately be proven right. Haldane draws from his own career — ideas blocked for publication, predictions dismissed as mathematical fantasy, and a Nobel Prize that arrived three decades after the original papers — to offer a vivid account of how paradigm shifts actually unfold in science. A thought-provoking session for audiences interested in innovation culture, intellectual courage, and the long game of transformative ideas.
A forward-looking session on why the physics of topological quantum states is now at the center of the most consequential technology race of our era. Haldane explains why topologically-protected quantum systems offer a fundamentally different path to fault-tolerant quantum computation than current approaches, what the key scientific and engineering challenges are, and why the theoretical groundwork laid in the 1980s is now bearing fruit at an accelerating pace. Designed for technology, investment, and policy audiences seeking authoritative perspective on quantum computing's real trajectory.
Haldane draws on the history of his field — where abstract theoretical predictions consistently preceded and enabled experimental and commercial breakthroughs by decades — to offer a framework for thinking about long-term innovation. The talk explores the relationship between fundamental research and applied technology, the institutional conditions that allow heterodox ideas to survive long enough to matter, and why the most transformative innovations are rarely recognized as such when they first appear. A strategic session for R&D leaders, investors, and executives thinking about how to create environments where the next big thing can actually happen.
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