要約

We propose intellectual strategy for application of a method of automatic research of complex inclusions cone for substantially nonlinear hybrid dynamic control systems with mixed constraints of general type. End use of the method consists in verification of complexity of cone of directions. We developed the intellectual method in a class of problems of computer geometry, which is based on dual strategy of computer self-recognition of geometric body of cone for system of m-th dimension. The dual approach uses two operators. The first one solves a problem of organization of investigation scene and includes the following components, i.e., search of array points, which belong to inclusions cone and are in computer memory, array centering, array scaling, scene fixing; construction of coupled ε-stratification of data array and further continuous layer-by-layer activation of array. The second operator is immediate automatic software-based dynamic research self-adjusting module-robot, which investigates and constructs envelopes of multiply connected inclusions cones according to their discrete responses.