Voronoi Structure of Space Integration with an Applied Roundabout Network -Part III

Abstract

Ali Essam El-Shazly

Graph properties of embedded networks in voronoi diagram demonstrate new architectural dimensions of intangible space structure. The parametric model correlates the integral criteria of walkability and distributiveness along the layered graph networks in application to the historical conservation of roundabout Cairo. The essence of hamiltonian property globalizes from maximal degree choice to the favored components in eulerian loops. Meanwhile, the least integral asymmetry of distant generators forms the most traversable extent in compensation. However, the global system integration emphasizes the core meeting-point in topologic distributiveness with geometric shortest distance as well. Nevertheless, individual generators swap the topological-geometrical spatial integrity of exchangeable strategy at diverse layers of graph embeds. In this regard, cross-correlative strategies project the virtual graph networks over the existing roundabout Cairo to become interactively dynamic. Overview of voronoi-based graph integrity extends the parametric geometry along topologic networking of artificially intelligent space formation with social functioning, thus all packaged in prospective software architecture.

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