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  1. Provides a self-contained treatment of the necessary mathematics, including spectral theory and Lie theory. Contains many exercises that will appeal to graduate students. Part of the book series: Graduate Texts in Mathematics (GTM, volume 267) 3.44m Accesses. 207 Citations.

    • Brian C. Hall
  2. Representation Theory” course oriented towards explaining quantum mechanics, quantum field theory, and the Standard Model to mathematicians, emphasiz-ing the relations to representation theory. A sizable part of the early version of these notes is an extract from notes on material covered in a spring 2023

  3. 20 de sept. de 2019 · Topics. Springer, Graduate Texts in Mathematics, Brian C. Hall. Collection. opensource. Language. English. Graduate Texts in Mathematics: Quantum Theory of Mathematicians by Brain C. Hall from Springer Publishers. Addeddate. 2019-09-20 02:11:48.

  4. 18 de oct. de 2022 · This book provides the rigorous mathematical foundations of Quantum Physics, from the operational meaning of the measuring process to the most recent theories for the quantum scale of space-time geometry.

  5. This book aspires to be a self-contained and reasonably comprehensive treatment of quantum mechanics (excluding quantum field theory) from a mathematical perspective. No prior knowledge of physics is required, but only the basics of Hilbert spaces and real analysis.

    • quantum theory for mathematicians1
    • quantum theory for mathematicians2
    • quantum theory for mathematicians3
    • quantum theory for mathematicians4
    • quantum theory for mathematicians5
  6. Although ideas from quantum physics play an important role in many parts of modern mathematics, there are few books about quantum mechanics aimed at mathematicians. This book introduces...

  7. 15 de jul. de 2019 · The main goal of these lectures – introduction to Quantum Mechanics for mathematically-minded readers. The second goal is to discuss the mathematical interpretation of the main quantum postulates: transitions between quantum stationary orbits, wave-particle duality and probabilistic interpretation.