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A sensible model must incorporate continual change naturally. Thankfully,
there is a whole new way of looking at the idea of extrapolation.
Extrapolating Social Trends Using a Fractal Model
To explain and predict social change, socionomic theory rejects the paradigm
of linear progression and exogenous disruption and replaces it with fractal
progression and endogenous consistency. Instead of extrapolating straight lines,
Elliotticians extrapolate a different form: a robust, self-affine, hierarchical fractal
called the Wave Principle. Briefly stated, Elliotticians extrapolate Elliott waves.
The Elliott wave model has an 80-year history of useful application. By its very
nature it incorporates both trends and trend changes, at all wave degrees. It applies to
financial-market herding and even more crucially to social mood and its immediate
consequences in social action.
By orienting to a fractal form rather than a straight line, Elliotticians and
socionomists have a method of anticipating change before any hint of the new trend
is manifest. When others are at peak excitement to extrapolate linearly, we are at
peak excitement to extrapolate a turn in the other direction. It is a completely
different mindset.
Figure 2 depicts the fractal movements of the stock market as described by an
idealized version of the Elliott wave model. The arrows show how conventional
futurists approach forecasting. Because they project trends linearly, they are most
convinced of an old trend’s continuation at the very time when waves at several
degrees of trend are culminating. The longer and further a trend has gone in the same
direction, the stronger are futurists’ expectations that it will continue, as depicted by
the longer arrows. In between the points where the arrows are, their opinions morph
from the direction of the first arrow to the direction of the second. The socionomic
approach to social prediction incorporates this fractal model, so for us (ideally) the
arrows go in the opposite direction.