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Nonlinearity

                  We talk of nonlinearity because linear thinking was 'discovered' first.
                  Linear thinking underpins Western analytic (reductionist) thinking;
                  breaking down a problem into parts so small that a linear cause and
                  effect relationship is sufficient to solve or model it.  This primacy in
                  time is despite the reality that nonlinearity is far and away the
                  dominant form of relationship.


                  Linearity

                  Linearity is simple cause and effect with no feedback loops taken into
                  account.

                  Linear relationships are characterized by:


                      ●  Additivity: This means that we can add the effect
                         or output of two systems together the resulting combination will
                         be nothing more than that the simple addition of
                         each system’s output in isolation.

                      ●  Homogeneity: This states that the output of a linear system is
                         always directly proportional to the input, so if we put
                         twice as much into the system we will, in turn, get out twice as
                         much.   Plotted on a graph this will always give a straight line


                  Together, additivity and homogeneity are known as the superposition
                  principles. You can now forget the above, as we are focused on
                  nonlinearity and not linearity; anyway, linear thinking comes easily,
                  nonlinear thinking is more challenging and more difficult to model.

                                       Confusion in Terms is Easy


                  Sadly, for the layperson, the idea of positive and negative feedback and

                  the term nonlinearity is bedeviled by confusing terminology.





                  Positive Feedback




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