Y. Sasano

most citedSymmetries in the system of type

D_{4}^{(1)}

13 citations · 18 across the 8 of their papers we have counts for

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math.AG2008★ 1 cited

Symmetry and holomorphy of the third-order ordinary differential equation satisfied by the third Painlevé Hamiltonian

Yusuke Sasano

We study symmetry and holomorphy of the third-order ordinary differential equation satisfied by the third Painlevé Hamiltonian.

math.AG2007

Studies on the Lorenz model

Yusuke Sasano

We study the Lorenz model from the viewpoint of its accessible singularities and local index.

math.AG2007

Coupled Painlevé III systems with affine Weyl group symmetry of types $B_{4}^{(1)}$ , $D_{4}^{(1)}$ and $D_{5}^{(2)}$

Yusuke Sasano

We find and study four kinds of a 4-parameter family of four-dimensional coupled Painlevé III systems with affine Weyl group symmetry of types $B_{4}^{(1)}$ , $D_{4}^{(1)}$ and $D_5^{(2…

math.AG2007★ 1 cited

Studies on the Garnier system in two variables

Yusuke Sasano

We study some Hamiltonian structures of the Garnier system in two variables from the viewpoints of its symmetry and holomorphy properties. We also give a generalization of {\it Oka…

math.AG2007★ 1 cited

Coupled Painlevé III systems with affine Weyl group symmetry of types $B_{5}^{(1)}, D_{5}^{(1)}$ and $D_{6}^{(2)}$

Yusuke Sasano

We find and study four kinds of five-parameter family of six-dimensional coupled Painlevé III systems with affine Weyl group symmetry of types $D_{5}^{(1)}, B_{5}^{(1)}$ and $D_{6}^{(2)}$ …

math.AG2007★ 13 cited

Symmetries in the system of type $D_{4}^{(1)}$

Yusuke Sasano

In this paper, we propose a 4-parameter family of coupled Painlevé III systems in dimension four with affine Weyl group symmetry of type $D_{4}^{(1)}$ . We also propose its symmetric…

Symmetry and holomorphy of the third-order ordinary differential equation satisfied by the third Painlevé Hamiltonian

Studies on the Lorenz model

Coupled Painlevé III systems with affine Weyl group symmetry of types B4(1)​, D4(1)​ and D5(2)​

Studies on the Garnier system in two variables

Coupled Painlevé III systems with affine Weyl group symmetry of types B5(1)​,D5(1)​ and D6(2)​

Symmetries in the system of type D4(1)​

Coupled Painlevé III systems with affine Weyl group symmetry of types $B_{4}^{(1)}$ , $D_{4}^{(1)}$ and $D_{5}^{(2)}$

Coupled Painlevé III systems with affine Weyl group symmetry of types $B_{5}^{(1)}, D_{5}^{(1)}$ and $D_{6}^{(2)}$

Symmetries in the system of type $D_{4}^{(1)}$