CANONICALLY PARAMETERISED TOPOLOGICAL PRIMITIVE

Definition A <CANONICALLY PARAMETERISED TOPOLOGICAL PRIMITIVE> is a <PARAMETERISED SET> and a <TOPOLOGY MANIFOLD> if and only if it is one of the following: <CANONICALLY PARAMETERISED TOPOLOGICAL LINE SEGMENT>; <CANONICALLY PARAMETERISED TOPOLOGICAL TRIANGLE>; <CANONICALLY PARAMETERISED TOPOLOGICAL QUADRILATERAL>; <CANONICALLY PARAMETERISED TOPOLOGICAL TETRAHEDRON>; <CANONICALLY PARAMETERISED TOPOLOGICAL PYRAMID>; <CANONICALLY PARAMETERISED TOPOLOGICAL WEDGE>; <CANONICALLY PARAMETERISED TOPOLOGICAL HEXAHEDRON>