Naoto Okubo

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20152023

q

-discrete Painlevé equations satisfied by variables and coefficients in cluster algebras

20 citations · 35 across the 6 of their papers we have counts for

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math.QA2018★ 6 cited

Generalized $q$ -Painlevé VI systems of type $(A_{2 n + 1} + A_{1} + A_{1})^{(1)}$ arising from cluster algebra

Naoto Okubo, Takao Suzuki

In this article we formulate a group of birational transformations which is isomorphic to an extended affine Weyl group of type $(A_{2 n + 1} + A_{1} + A_{1})^{(1)}$ with the aid of mutations…

Generalized q-Painlevé VI systems of type (A2n+1​+A1​+A1​)(1) arising from cluster algebra

Generalized $q$ -Painlevé VI systems of type $(A_{2 n + 1} + A_{1} + A_{1})^{(1)}$ arising from cluster algebra