Points of Convergence and Divergence
When do we seek points of convergence or divergence? To reach the same point though you are coming from different directions or to approach a finite limit when the number of terms in an infinite series increases. The process of moving apart to follow different paths or different courses or a characteristic of a sequence of numbers where the value of the last term and the sum of series are without limit. Careful observation of everyday life reveals these vital properties of our very existence. It becomes easier to deal with problems when points of convergence and divergence are identified. If we seek convergence, then we are sure of the goal state to reach. The only thing to be noted here is each follows its own path. The dynamics of an environment is due to the different courses taken by its entities. To approach a finite limit (in other words a goal state) that does not change with time, one needs to analyze the environment functionalities. The goal state is kn...