GEOMETRIC MODELING: TRACKS AND FLOWS

Mathematical models to solve optimization connection problems in nonsimply connected regions under typical technological restrictions on geometric and topological parameters of routes, first all, curvature the number bends, have been investigated developed. The are linked with extant prospective topogeodesic territory polygonal images. solution involves search for optimum trajectories routes nets within unrestricted shape areas. It needs development a plethora general as fields where connections carried out. can be various types such bendy, Manhattan, even, solid well other types. Smeliakov Pliekhova observe that global local regulation presented problem is defined choice с, W set alternatives, R principle optimality. In so doing, totality phase space f Q applied f. turn, it expedient imagine Cartesian product = X*Y*Z*U output data X, disturbances Y, control U results Z. analysis indicates foremost effectiveness modelling description X area F L possible highways F. This research devoted develop model tasks framework design.