AN ULTIMATE CASE OF THE PROJECTOR OPTIMAL BEHAVIORS IN MODELING ANTAGONISTICALLY THE BUILDING RESOURCES DISTRIBUTION WITH INCORRECTLY PRE-EVALUATED ONE LEFT AND ONE RIGHT END POINTS WITH IN SEGMENT UNCERTAINTIES

Abstract

There has been exampled an antagonistic model of the building resources distribution for the four-pillar mount construction. In the model there are ultimate cases of the corresponding antagonistic game kernel relationships, arisen from the incorrectly pre-evaluated one left and one right endpoints within segment uncertainties, giving essentially antagonism. There is being proved the theorem on an ultimate case for making the optimal decision for the projector. A subcase with continuum of the projector optimal behaviors has been marked and resolved for the single optimal behavior.