As long as it's a new algebraic form, there are corresponding new mathematical concepts.
For example, in superspiral space algebra, there's a field of spiral numbers where values exist in a spiral form within space. The basic unit of this field is the "space spiral" from transcendental geometry, which extends along an imaginary spiral axis.
In such fields, the rules of operation are influenced by the spiral paths; for instance, when two spiral numbers are multiplied, their paths form a new pair of spirals in space to determine the imaginary and real parts of the result.
Similarly, in transcendental geometry, there is a concept of heterogeneous and multi-dimensional geometry. In such geometry, the dimensions of space are not confined to integers but can involve transcendental dimensions, whose existence is guided by the special properties of spiral paths.
