Обсуждаются возможности изучения процессов на основе представления их с помощью спиралей развития. Вводятся геометрические понятия, связанные со спиралью, позволяющие моделировать развитие проекциями траекторий на различные плоскости пространства факторов.
The possibilities of studying processes based on the geometric representation of their trajectories in a multidimensional space of factors and using projections of trajectories on planes suitable for analysis are discussed. A connection is established between such constructions and the spiral and snail of development. Based on the proposed projection, a development snail is defined as a special representation format of the purposeful process, expanding the possibilities of analysis of modelling results.
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