Aesthetic field theory; the problem of spatial inversions
Murray Muraskin · Journal of Mathematical Physics · 1980
In a previous paper we studied a set of origin point data that was invariant under three-dimensional rotations. This data, however, was not, in general, invariant under spatial inversions. We can obtain another set of data from the original data by performing a spatial inversion. Both sets of data can be incorporated into aesthetic field theory without compromising the basic ideas of the theory, by introducing complex fields. It is found that this combined set of data leads to computer solutions only slightly more complex than the corresponding real case.