Ren Ito

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20242026

Z_{2}^{2}

-graded Extensions of the Liouville and Sinh-Gordon Theories

8 citations · 13 across the 6 of their papers we have counts for

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math-ph2024★ 8 cited

Integrable $Z_{2}^{2}$ -graded Extensions of the Liouville and Sinh-Gordon Theories

Naruhiko Aizawa, Ren Ito, Zhanna Kuznetsova +2

In this paper we present a general framework to construct integrable $Z_{2}^{2}$ -graded extensions of classical, two-dimensional Toda and conformal affine Toda theories. The s…

math-ph2024★ 5 cited

$N = 2$ Double graded supersymmetric quantum mechanics via dimensional reduction

N. Aizawa, Ren Ito, Toshiya Tanaka

We present a novel $N = 2$ $Z_{2}^{2}$ -graded supersymmetric quantum mechanics ( $Z_{2}^{2}$ -SQM) which has different features from those introduced so far. It…

Integrable Z22​-graded Extensions of the Liouville and Sinh-Gordon Theories

N=2 Double graded supersymmetric quantum mechanics via dimensional reduction

Integrable $Z_{2}^{2}$ -graded Extensions of the Liouville and Sinh-Gordon Theories

$N = 2$ Double graded supersymmetric quantum mechanics via dimensional reduction