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Print Save Cite Email Share. Search within book. Email Address. Library Card. Contents FRONT MATTER Title Pages Title Pages Previous sessions Preface List of participants Part I Lectures 1 Nonequilibrium quantum dynamics in ultracold quantum gases 2 Nonequilibrium quantum fields: from cold atoms to cosmology 3 Slow relaxations and nonequilibrium dynamics in classical and quantum systems 4 Numerical methods in the study of nonequilibrium strongly interacting quantum many-body physics Part II Short lectures 5 Quench dynamics in integrable systems 6 Nonequilibrium density matrix for thermal transport in quantum field theory 7 Nonthermal fixed points: universality, topology, and turbulence in Bose gases 8 Ferroic domain walls as model disordered elastic systems 9 Real-time monitoring of a fluctuating condensate in high-temperature superconductors 10 Exact field-theoretic methods in out-of-equilibrium quantum impurity problems.

Show Summary Details Title Pages Title Pages Previous sessions Preface List of participants 1 Nonequilibrium quantum dynamics in ultracold quantum gases 2 Nonequilibrium quantum fields: from cold atoms to cosmology 3 Slow relaxations and nonequilibrium dynamics in classical and quantum systems 4 Numerical methods in the study of nonequilibrium strongly interacting quantum many-body physics 5 Quench dynamics in integrable systems 6 Nonequilibrium density matrix for thermal transport in quantum field theory 7 Nonthermal fixed points: universality, topology, and turbulence in Bose gases 8 Ferroic domain walls as model disordered elastic systems 9 Real-time monitoring of a fluctuating condensate in high-temperature superconductors 10 Exact field-theoretic methods in out-of-equilibrium quantum impurity problems.


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Numerical methods in the study of nonequilibrium strongly interacting quantum many-body physics Numerical methods in the study of nonequilibrium strongly interacting quantum many-body physics Chapter: p. If you think you should have access to this title, please contact your librarian. Important Note : All contributions to this Research Topic must be within the scope of the section and journal to which they are submitted, as defined in their mission statements.

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Although we will touch upon theoretical foundations for some of the numerical methods, this course is not meant to replace a formal and rigorous course on numerical methods. Instead it aims at giving a student an overview of the most used numerical tools and the intuition about the power of quantitative computer models.

Thierry Giamarchi, Andrew J. Millis, Olivier Parcollet, Hubert Saleur, and Leticia F. Cugliandolo

Knowledge Learn how a number of numerical tools can be applied to solving a number of interesting , real-world physics problems including Schrodinger equation, Planetary motion, Diffusion equations, Forest fire models, Percolation on networks, Chaotic systems, etc. In addition students will be aware of the potential caveats and will be able to better direct themselves in the extensive literature on numerical and computational techniques.

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Numerical Methods For Physics by Alejandro L. Garcia

A new project other than the one performed during the course should be completed and presented individually. All the reports required in the course should be completed and passed. The University of Copenhagen uses cookies as part of the statistics work on its website www.

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