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Root






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Elementary Functions > Root[polynomialInzk] > Visualizations





Tetraview plots (5 animations)


Tetraview animations


Play Animation

The above graphics of the real part and imaginary part over the can be viewed as a projection of the surface in a four‐dimensional space with coordinates . This tetraview animation shows projections from the rotating four‐dimensional hypersurface with , . The right legend indicates the current orientation of the hypersurface in 4D. The coloring is according to the value of the fourth dimension.


Play Animation

The above graphics of the real part and imaginary part over the can be viewed as a projection of the surface in a four‐dimensional space with coordinates . This tetraview animation shows projections from the rotating four‐dimensional hypersurface with , . The right legend indicates the current orientation of the hypersurface in 4D. The coloring is according to the value of the fourth dimension.


Play Animation

The above graphics of the real part and imaginary part over the can be viewed as a projection of the surface in a four‐dimensional space with coordinates . This tetraview animation shows projections from the rotating four‐dimensional hypersurface with , . The right legend indicates the current orientation of the hypersurface in 4D. The coloring is according to the value of the fourth dimension.


Play Animation

The above graphics of the real part and imaginary part over the can be viewed as a projection of the surface in a four‐dimensional space with coordinates . This tetraview animation shows projections from the rotating four‐dimensional hypersurface with , . The right legend indicates the current orientation of the hypersurface in 4D. The coloring is according to the value of the fourth dimension.


Play Animation

The above graphics of the real part and imaginary part over the can be viewed as a projection of the surface in a four‐dimensional space with coordinates . This tetraview animation shows projections from the rotating four‐dimensional hypersurface with , . The right legend indicates the current orientation of the hypersurface in 4D. The coloring is according to the value of the fourth dimension.





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