A quadratical conversion study from non discrete syntaxual social conditions toward semantic knowledge geometries - an install case of interactive ICT education models as specifications of SOM structures

摘要

In this paper, I intend to describe some network architectural views about installable syntaxual invisible tacitly accounting elements which should be planned according to common knowledge system structures. And on these issues, we should discuss syntaxual accounting element measurabilities, and optimized modeling about social structures which should be suit to super extensive client agent business models. Current conditions have lack to build lingae accountabilities between bottom class based linkages of semantic endowsment under social conditions which should be observed as Akerlof rent seeking problems, and extensive covered module SME social models. This paper appears theses view points on the point of complicit abidancy especially. And I try to show how to describe repricability between GIS and activity maragement accounting. These issues mainly due to macro economics based descriptions convolluted ethic mutual endowsment, which should be adoptable Kullback-Lieber newral macro models. This paper shows that quadratical conversion form social non descreate syntaxual social condition toward semantic knowledge geometries can be describe by adoptable Kullback-Lieber newral macro conversion models. And therefore several KL conversion scopes about graphical geometries and other sort of studies and experimentals should obtain alternative application discourse on this way.