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Nobel Lecture: Multiple equilibria
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Nobel Lecture: Multiple equilibria
abstract
This is an extended version of my Nobel Lecture, delivered on December $8^{th}$ 2021. I will recall the genesis of the concept of multiple equilibria in natural sciences. I will then describe my contribution to the development of this concept in the framework of statistical mechanics. Finally, I will briefly mention the cornucopia of applications of these ideas both in physics and in other disciplines.
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Cited by 1 Pith paper
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Effects of quenched disorder in three-dimensional lattice ${\mathbb Z}_2$ gauge Higgs models
In the 3D Z2 gauge-Higgs model, random-plaquette disorder changes the topological transition to the RPZ2G class (ν≈0.82) and leaves the Ising* line unchanged, while random-site disorder is predicted to do the opposite.
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