„Many-body problem“

Suchergebnisse

1.000+ Treffer

• N. H. March, u. a. The Many‐Body Problem in Quantum Mechanics. (Cambridge Monographs on Physics) IX + 459 S. m. Fig. Cambridge 1967. University Press. Preis geb. 90 s. net
  Macke, W.
• Superconducting quantum bits with artificial damping tackle the many body problem
  Cottet, Audrey
• Applications of tensor networks to open problems in many-body quantum physics
  Giudice, Giacomo ; Cirac, J. I. ; Knap, Michael 2022 Universitätsbibliothek der TU München
• Emergent phenomena in strongly correlated electron systems: Auxiliary particle approach to the many-body problem
  Riegler, David ; Thomale, Ronny ; Neupert, Titus 2022 Universität Würzburg
• Tensor network methods for quantum many-body simulations
  Gerster, Matthias 2021 Universität Ulm
• Spectral functions of low-dimensional quantum systems
  Dargel, Piet ; Pruschke, Thomas ; Noack, Reinhard ; Fehske, Holger 2013 Niedersächsische Staats- und Universitätsbibliothek Göttingen
• Functional renormalization group for non-equilibrium quantum many-body problems
  Gezzi, Riccardo
• Chiral dynamics and the nuclear many-body problem
  Fritsch, Stefan
• Disentangling and machine learning the many-fermion problem
  Bröcker, Peter ; Trebst, Simon ; Gross, David 2018 Universitäts- und Stadtbibliothek Köln
• Numerical simulation of the dynamics and correlations in quantum many body systems
  Pichler, Thomas 2016 Universität Ulm
• Recent developments in the nuclear many-body problem
  Münchow, Ludwig ; Reif, Roland Teubner
• An Algebraic Approach to the Many-Electron Problem
  Zamastil, Jaroslav ; Uhlířová, Tereza 2025 Springer Nature Switzerland, Imprint: Springer
• Many-Body Problems and Quantum Field Theory – An Introduction
  2002 Springer Berlin Heidelberg
• Many-Body Problems and Quantum Field Theory – An Introduction
  2004 Springer Berlin Heidelberg
• The Nuclear Many-Body Problem
  Ring, Peter ; Schuck, Peter 1980 Springer Berlin Heidelberg
• Classical Many-Body Problems Amenable to Exact Treatments – (Solvable and/or Integrable and/or Linearizable ... ) in One-, Two- and Three-Dimensional Space
  Calogero, Francesco 2002 Springer Berlin Heidelberg
• Advances in Quantum Mechanics – Contemporary Trends and Open Problems
  Michelangeli, Alessandro ; Dell'Antonio, Gianfausto 2017 Springer International Publishing
• Schrödinger Operators The Quantum Mechanical Many-Body Problem – Proceedings of a Workshop Held at Aarhus, Denmark 15 May - 1 August 1991
  1992 Springer Berlin Heidelberg
• On phase segregation in nonlocal two-particle Hartree systems
  Aschbacher, Walter ; Squassina, Marco
• Solved Problems and Systematic Introduction to Special Relativity
  Tsamparlis, Michael 2024 Springer International Publishing, Imprint: Springer