Marchenko I. Discrete approximation on a criterion of the least vaxmum deviation

The dissertation is devoted to development of new ways of geometriccal modelling of discrete dot sets on the basis criterion of the least maximum deviation. The main requirements are absence oscillation and opportunity of reception of extreme meanings of criterion. A basis of offered ways are basic discretely submitted curves limiting a strio of the decision and giving an opportunity to execute the put requirements, both with presence approximation function and without it. On each the algorithms and programs of account on PC are made. The introduction of results are carried out