## Real and pseudoreal forms of D=4 complex Euclidean (super)algebras and super–Poincare ́/ super–Euclidean r-matricesстатья

Дата последнего поиска статьи во внешних источниках: 18 марта 2016 г.
• Авторы:
• Журнал: ArXiv e-prints
• Номер: arXiv:1510.09125 [hep-th]
• Год издания: 2015
• Первая страница: 1
• Последняя страница: 20
• Аннотация: We provide the classification of real forms of complex D=4 Euclidean algebra ε(4;C) = o(4;C))⋉T4C as well as (pseudo)real forms of complex D=4 Euclidean superalgebras ε(4|N;C) for N=1,2. Further we present our results: N=1 and N=2 supersymmetric D=4 Poincare ́ and Euclidean r-matrices obtained by using D= 4 Poincare ́ r-matrices provided by Zakrzewski [1]. For N=2 we shall consider the general superalgebras with two central charges.
• Добавил в систему: Толстой Валерий Николаевич

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1. Полный текст 1510.09125v1.pdf 216,2 KБ 4 ноября 2015 Толстой В.Н.

 [1] Borowiec A., Lukierski J., Tolstoy V. N. Real and pseudoreal forms of d=4 complex euclidean (super)algebras and super–poincare ́/ super–euclidean r-matrices // ArXiv e-prints. — 2015. — no. arXiv:1510.09125 [hep-th]. — P. 1–20. We provide the classification of real forms of complex D=4 Euclidean algebra ε(4;C) = o(4;C))⋉T4C as well as (pseudo)real forms of complex D=4 Euclidean superalgebras ε(4|N;C) for N=1,2. Further we present our results: N=1 and N=2 supersymmetric D=4 Poincare ́ and Euclidean r-matrices obtained by using D= 4 Poincare ́ r-matrices provided by Zakrzewski [1]. For N=2 we shall consider the general superalgebras with two central charges.