Tensor Network Contractions Methods and Applications to Quantum Many
Tensor network is a fundamental mathematical tool with a huge range of applications in physics, such as condensed matter physics, statistic physics, high energy physics, and quantum information sciences. This open access book aims to explain the tensor ne
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Shi-Ju Ran · Emanuele Tirrito Cheng Peng · Xi Chen Luca Tagliacozzo · Gang Su Maciej Lewenstein
Tensor Network Contractions Methods and Applications to Quantum Many-Body Systems
Lecture Notes in Physics Volume 964
Founding Editors Wolf Beiglböck, Heidelberg, Germany Jürgen Ehlers, Potsdam, Germany Klaus Hepp, Zürich, Switzerland Hans-Arwed Weidenmüller, Heidelberg, Germany Series Editors Matthias Bartelmann, Heidelberg, Germany Roberta Citro, Salerno, Italy Peter Hänggi, Augsburg, Germany Morten Hjorth-Jensen, Oslo, Norway Maciej Lewenstein, Barcelona, Spain Angel Rubio, Hamburg, Germany Manfred Salmhofer, Heidelberg, Germany Wolfgang Schleich, Ulm, Germany Stefan Theisen, Potsdam, Germany James D. Wells, Ann Arbor, MI, USA Gary P. Zank, Huntsville, AL, USA
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Shi-Ju Ran • Emanuele Tirrito • Cheng Peng • Xi Chen • Luca Tagliacozzo • Gang Su • Maciej Lewenstein
Tensor Network Contractions Methods and Applications to Quantum Many-Body Systems
Shi-Ju Ran Department of Physics Capital Normal University Beijing, China
Emanuele Tirrito Quantum Optics Theory Institute of Photonic Sciences Castelldefels, Spain
Cheng Peng Stanford Institute for Materials and Energy Sciences SLAC and Stanford University Menlo Park, CA, USA
Xi Chen School of Physical Sciences University of Chinese Academy of Science Beijing, China
Luca Tagliacozzo Department of Quantum Physics and Astrophysics University of Barcelona Barcelona, Spain
Gang Su Kavli Ins
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