In dynamical space, the Julia sets are generalized to dimensions greater than 2.
The dynamical space is obtained by varying $\overset { o }{ \varphi } _{ 0 } $ while the parameter $\overset { o }{ c } $ is fixed. The first iteration is the value assigned to $\overset { o }{ \varphi } _{ 0 } $ (watch quadratic mapping ).
The section below represents one image of the complete bound real scator set under the quadratic iteration in 1+2 dimensions, it is depicted $c2i({ f }_{ 0 };{ f }_{ 1 },{ f }_{ 2 })\mathbb{E}_{+}^{1+2} $ with codename hun (is pronounced jun). This kind images The visualization was performed with the fantastic programme Mandelbulber v.2.07 modified to represent the scators algebra. The modifications are described in the next link: hun: dynamic programme .
