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Cyclic Permutation Group C14 of Degree 32 - Slideshow
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Ernest V. Miliauskas: Groups
An iteration rule was performed on each array beginning with array-1, shuffling it into array-2, array-2 into array-3 and so on until the return of array-1.
This algorithm will generate elements of cyclic permutation groups given any array/permutation as input.
For more information, visit "Cyclic Permutation Group C14 of Degree 32 - Exploded View" at miliauskasMATH#2.
Keywords: Continuous Mapping, Tessellation, Pattern Transformation
An iteration rule was performed on each array beginning with array-1, shuffling it into array-2, array-2 into array-3 and so on until the return of array-1.
This algorithm will generate elements of cyclic permutation groups given any array/permutation as input.
For more information, visit "Cyclic Permutation Group C14 of Degree 32 - Exploded View" at miliauskasMATH#2.
Keywords: Continuous Mapping, Tessellation, Pattern Transformation