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- Jens Eisert, born 9 October 1970, is a German physicist, ERC fellow, and professor at the Free University of Berlin. He is known for his research in quantum information science and quantum many-body theory in condensed matter physics. He has made significant contributions to entanglement theory and the study of quantum computing, as well as to the development of protocols in the quantum technologies and to the study of complex quantum systems. Work on compressed sensing quantum state tomography he has contributed to has been influential for developing notions of benchmarking and the verification of quantum devices. The concept of a graph state has become a relevant class of multi-qubit quantum states with a number of applications in quantum computing. He has contributed to realizing a first dynamical quantum simulator, in joint work with Immanuel Bloch, Ulrich Schollwöck and others, building on his work on non-equilibrium quantum physics. In quantum many-body theory, he has helped understanding the role of area laws for entanglement entropies in quantum physics that are at the root of the functioning of tensor network methods. He is also notable as one of the co-pioneers of quantum game theory with Maciej Lewenstein and PhD advisor Martin Wilkens. (en)
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- 6897 (xsd:nonNegativeInteger)
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- EURYI Award, ERC consolidator grant, Fulbright scholarship, Google NISQ Award (en)
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- Jens Eisert, born 9 October 1970, is a German physicist, ERC fellow, and professor at the Free University of Berlin. He is known for his research in quantum information science and quantum many-body theory in condensed matter physics. He has made significant contributions to entanglement theory and the study of quantum computing, as well as to the development of protocols in the quantum technologies and to the study of complex quantum systems. Work on compressed sensing quantum state tomography he has contributed to has been influential for developing notions of benchmarking and the verification of quantum devices. The concept of a graph state has become a relevant class of multi-qubit quantum states with a number of applications in quantum computing. He has contributed to realizing a firs (en)
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