Symplectic Groupoids, Geometric Quantization, and Irrational Rotation Algebras

  • Weinstein A
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Abstract

The rotation algebra A θ for a real parameter θ is defined as the crossed product of the additive group ℤ with the space of functions on the circle T = ℝ/2πℤ via the action n · φ...

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Weinstein, A. (1991). Symplectic Groupoids, Geometric Quantization, and Irrational Rotation Algebras (pp. 281–290). https://doi.org/10.1007/978-1-4613-9719-9_19

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