AbstractLet R be a field with characteristic zero. In this paper it is proved that power linear Keller maps Rn→Rn with rank at most two are linearly triangularizable
AbstractLet H : kn → kn be a polynomial map. It is shown that the Jacobian matrix JH is strongly nil...
AbstractLet k be a field of characteristic 0, and let f:kn→kn be a polynomial map with components of...
We prove that a polynomial map F = X+ H ∈ k[X] with homogeneous H(k is a field of characteristic zer...
AbstractIt is proved that a quadratic linear Keller map Cn→Cn is linearly triangularizable if its ra...
AbstractLet R be a field with characteristic zero. In this paper it is proved that power linear Kell...
AbstractWe show that power linear Keller maps F=(x1+(A1x)d,x2+(A2x)d,…,xn+(Anx)d) are linearly trian...
AbstractLet F=(X1+A13,X2+A23,…,Xn+An3):Cn→Cn be a polynomial map with Jacobian determinant 1 where A...
AbstractIn this paper it is proved that a power linear Keller map of dimension four over a field of ...
AbstractWe show that power linear Keller maps F=(x1+(A1x)d,x2+(A2x)d,…,xn+(Anx)d) are linearly trian...
AbstractLet F=(X1+A13,X2+A23,…,Xn+An3):Cn→Cn be a polynomial map with Jacobian determinant 1 where A...
AbstractLet k be a field of characteristic zero and F:k3→k3 a polynomial map of the form F=x+H, wher...
AbstractIt is proved that a quadratic linear Keller map Cn→Cn is linearly triangularizable if its ra...
AbstractLet k be a field of characteristic zero and F:k3→k3 a polynomial map of the form F=x+H, wher...
AbstractLet k be a field of characteristic 0, and let f:kn→kn be a polynomial map with components of...
AbstractLet H : kn → kn be a polynomial map. It is shown that the Jacobian matrix JH is strongly nil...
AbstractLet H : kn → kn be a polynomial map. It is shown that the Jacobian matrix JH is strongly nil...
AbstractLet k be a field of characteristic 0, and let f:kn→kn be a polynomial map with components of...
We prove that a polynomial map F = X+ H ∈ k[X] with homogeneous H(k is a field of characteristic zer...
AbstractIt is proved that a quadratic linear Keller map Cn→Cn is linearly triangularizable if its ra...
AbstractLet R be a field with characteristic zero. In this paper it is proved that power linear Kell...
AbstractWe show that power linear Keller maps F=(x1+(A1x)d,x2+(A2x)d,…,xn+(Anx)d) are linearly trian...
AbstractLet F=(X1+A13,X2+A23,…,Xn+An3):Cn→Cn be a polynomial map with Jacobian determinant 1 where A...
AbstractIn this paper it is proved that a power linear Keller map of dimension four over a field of ...
AbstractWe show that power linear Keller maps F=(x1+(A1x)d,x2+(A2x)d,…,xn+(Anx)d) are linearly trian...
AbstractLet F=(X1+A13,X2+A23,…,Xn+An3):Cn→Cn be a polynomial map with Jacobian determinant 1 where A...
AbstractLet k be a field of characteristic zero and F:k3→k3 a polynomial map of the form F=x+H, wher...
AbstractIt is proved that a quadratic linear Keller map Cn→Cn is linearly triangularizable if its ra...
AbstractLet k be a field of characteristic zero and F:k3→k3 a polynomial map of the form F=x+H, wher...
AbstractLet k be a field of characteristic 0, and let f:kn→kn be a polynomial map with components of...
AbstractLet H : kn → kn be a polynomial map. It is shown that the Jacobian matrix JH is strongly nil...
AbstractLet H : kn → kn be a polynomial map. It is shown that the Jacobian matrix JH is strongly nil...
AbstractLet k be a field of characteristic 0, and let f:kn→kn be a polynomial map with components of...
We prove that a polynomial map F = X+ H ∈ k[X] with homogeneous H(k is a field of characteristic zer...
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