Rotopic index (no ontology)
From Hi.gher. Space
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A higher-dimensional rotope always has a higher rotopic index than a lower-dimensional rotope. Rotopic indices are always integers greater than or equal to zero. | A higher-dimensional rotope always has a higher rotopic index than a lower-dimensional rotope. Rotopic indices are always integers greater than or equal to zero. | ||
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Revision as of 18:40, 18 June 2007
The rotopic index of any rotope is equal to the number of rotopes before it on the Rotope construction chart, reading from top to bottom and then left to right.
A higher-dimensional rotope always has a higher rotopic index than a lower-dimensional rotope. Rotopic indices are always integers greater than or equal to zero.
