Generalized RSA/DH/ECC via Geometric Cryptosystem
  A scheme is presented based on numbers that represent a manifold in $d$ dimensions for generalizations of textbook cryptosystems. The interlocking or intersection of geometries, requiring the addition of a series of integers $q_j$, can be used to enhance a cryptosystem via algorithms based on the form of the geometry. Further operations besides addition of these numbers, e.g. sewing of the geometries, can be given such as rotations or contractions. 
Gordon Chalmers