Anyons are 2d identical quantum particles with an intermediate exchange symmetry characterized by representations of the braid group. In the abelian case, they can be modeled through the so-called magnetic […]
Mathematics of Many-Body Quantum Systems and Their Collective Phenomena
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We investigate a family of radially symmetric Coulomb gas systems at inverse temperature coming from the normal matrix model. The family is characterised by the property that the density of […] |
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COURSE OVERVIEW Exponential integrators are powerful numerical methods for solving time-dependent partial differential equations. This short course introduces the construction, analysis, and efficient implementation of exponential integrators, providing both theoretical […] |
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In the setting of non-local quantum computation (NLQC), we study how multiple parties can implement channels on a distributed input system by making use of an entangled resource state, local […] Effectively describing the long-time dynamical behavior of quantum systems is a long-standing open problem. When the coupling constant λ of the interaction is small, the dynamics of the system up […] |
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COURSE OVERVIEW Exponential integrators are powerful numerical methods for solving time-dependent partial differential equations. This short course introduces the construction, analysis, and efficient implementation of exponential integrators, providing both theoretical […] |
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