The N-Dimensional topological geometries are defined postulate systems whose derivations are used in common industrial applications. We have been discussing the meta-topical elements of topic intersection operator , and the various problems that might be involved in the projected analysis of topic fragmentation. The discussion has dealt with the need for developing a formal rationale for dealing with open sets of topic fragments, this being the natural constitutive character of the phenomenon of topicalization dynamics. We now present such a rationale by introducing the notion function of topic or topic function . The function of topic nominals is expressed by the situated assertion or comment .
Situated assertions belong to a pragmatic set .
It is seen now the way in which we propose to specify a formal rationale for the derivation of topic glossaries, namely, in terms of topic focus contraction operations that are functionally contingent upon the pragmatics of situated assertions . Such an ethnosemantic manifold system is called register . Thus, The First Ethnosemantic Topic Glossary presents the pragmatics of situated assertions in the North American register. Register is the organizing derivation for argument .