On the K-theoretic classification of dynamically stable systems

Giuseppe De Nittis; Kiyonori Gomi

doi:10.1142/S0129055X1950003X

On the K-theoretic classification of dynamically stable systems

Mathematical Physics 2018-10-10 v2 math.MP

Authors: Giuseppe De Nittis , Kiyonori Gomi

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Abstract

This paper deals with the construction of a suitable topological $K$ -theory capable of classifying topological phases of dynamically stable systems described by gapped $\eta$ -self-adjoint operators on a Krein space with indefinite metric $\eta$ .

Keywords

topological quantum field theory

Cite

@article{arxiv.1804.10111,
  title  = {On the K-theoretic classification of dynamically stable systems},
  author = {Giuseppe De Nittis and Kiyonori Gomi},
  journal= {arXiv preprint arXiv:1804.10111},
  year   = {2018}
}

Comments

Keywords: K-theory, topological phases, Krein spaces, PT and c symmetries. 53 pg.; 8 Tables. v2: correction of few typos. Final version accepted for publication on RMP

On the K-theoretic classification of dynamically stable systems

Abstract

Keywords

Cite

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